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Rocket engine calculations

General

A rotary rocket pumps its fuel by rotating, and the centrifugal effects pump the fuel.  The design I'll describe here is ultra simple.  Its design optimizes for simplicity and manufacuurability, and incidentally has very high Thrust/Weight as a result of that simplicity.  Some of the design choices drive the design, in particular the choice of fuels, LOX and liquid propane.  Since both are liquid at 90K the require no insulation in the engine or tankage  We start with the assumption of  600m/s rotational velocity and a combustion chamber pressure of 10,000 psi, we may adjust those upwards later.

The engine is made out of aluminum or some superalloy.  Aluminum is preferable because of its high strength/.weight combined with its superb thermal conductivity.  A high temperature superalloy is second choice, though a lower strength/weight hurts doubly,  in the conventional way, it weighs more thus reducing thrust/weight, but much more importantly, it can't be spun as fast, thus reducing the chamber pressure possible.  Note however that as thrust/weight exceeds 200:1 further improvement starts to get lost in the noise, at least for my system design, as confirmed by my simulator.  This and the desire for fast  prototype turn around precludes using any hitech ceramic or other exotic materials. However, there are other options for the center piece, the "spindle", if the thermal requirements on cooling the nozzles are too much it could be made of a machinable ceramic or tungsten, or elconite, or graphite or something.  Thermal coefficients of expansion, thermal conductivity and such may override strength and strength/weight factors for the spindle, it doesn't have nearly the same forces on it as the rotor does.

NOTE: about this set of calculations:
    this stuff is meant to be a formalization of my calculations for several purposes.  There are several semiemperical equations here from Sutton and other sources if there are any better formulas or methods, I want to know about them, so this is for review.  Also I expect to run this on a lot of configurations, both manually to develop an intuition, and as part of my rocket system simulator, to explore optima and trade-offs.  In particular, there may be temperature:ISP trade-offs, the simulator can integrate those into an entire system.  As real engines burn, both success and failure will give values and directions to the simulator(s).  The current simulator flies a rocket second by second a 100,000 times under an adaptive simulated annealer, a variety of numerical hill climbing algorithm.  The addition of this engine calculation along with an interface to chemical calculations will give a more complete model, and the addition of manufacturing cost rules of thumb can lead to trade-offs between manufacturing costs, of the engine for instance, and the fuel mix, for temperature and ISP, which will define tankage ratios & etc.  If this design isn't in an unexplored realm of design space, it isn't worth investigating, and if it is unexplored as I expect, normal intuitions will be misleading!
    
    measurements in meters& SI unless otherwise noted

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Geometry

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Structural

I don't have all the answers here.  I need closed form solution here, as this is meant to be part of a adaptive annealing simulator, and will be evaluated for different values of all the structural parameters, and different fuel mixes.So I need a closed form solution, as it will be evaluated 100,000 times a run for hundreds or thousands of runs. Due to the simplicity of this design, there should be a closed form solution, but till I learn how to do that, I'll look for upper and lower bounds.  

The expected failure modes are strains sufficient to separate the rotor from the spindle, and stresses sufficient to cause rotor failure. The intent is to use a thermal shrink interference fit to join the two.

The first approximation is to look at various stresses on radial disks, ignoring the torsional component that would tie things together.  
    Stresses for the pressure component are given by the Lamé equations
   [Graphics:Images/index_gr_30.gif] = [Graphics:Images/index_gr_31.gif](1+[Graphics:Images/index_gr_32.gif])
    [Graphics:Images/index_gr_33.gif] = [Graphics:Images/index_gr_34.gif](1-[Graphics:Images/index_gr_35.gif])
    Stresses for the rotational component are
    σ[Graphics:Images/index_gr_36.gif]=[Graphics:Images/index_gr_37.gif]ρ[Graphics:Images/index_gr_38.gif]([Graphics:Images/index_gr_39.gif]- [Graphics:Images/index_gr_40.gif]- [Graphics:Images/index_gr_41.gif])
    σ[Graphics:Images/index_gr_42.gif]=[Graphics:Images/index_gr_43.gif]ρ[Graphics:Images/index_gr_44.gif]([Graphics:Images/index_gr_45.gif])
    
    We will look at the stresses on the interior edge of a disk at the edge of the rotor looking for the strain that
    will cause the two pieces to separate. (Note that I'm cheating here, there isn't pressure there, but this is a good start, upper bound to speed.)

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So using these at the interior edge where r = rInner, first we set the stresses to the interference pressure:

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    The stresses on the center of the rotor will show us the speed where the rotor fails by flying apart, again ignoring shear effects. We use the interferencePressure formula, but use the outer edge and a failure stress !


    Now, and more interestingly, we look at the tangential pressure components integrated over the area of the chamber wall + the tangential stresses integrated along the length of the rotor.  .... how close is this to a solution... ...rigid ia an Pyrex... how close are we to integrating real torsion to this ....

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Chemistry

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Pressure

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Thermal

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Note for the first cut this is the same equation as the hot side cooling, the parameters are different as is the geometry . Thiis is the physical effect that cools other rocket engines, and is included here to confirm that this effect won't cool this enge as designed.  See the convection section for the actual effect that works.

Cooling Cold sideFor the amount of heat transferred from cold tubes we will start with
the approximation of constant temperature of the metal wall. I will use Q = π∫DqⅆL
and h[Graphics:Images/index_gr_96.gif] =[Graphics:Images/index_gr_97.gif][Graphics:Images/index_gr_98.gif][Graphics:Images/index_gr_99.gif][Graphics:Images/index_gr_100.gif][Graphics:Images/index_gr_101.gif]
equations (8-20) & (8-23) from Sutton 7th ed. My intuition fails me here without a good reference.

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Combined Hot & cold thermal balance and temperatures distribution

I'll start by simplifying the nusseltformula dirregarding the tinytirms

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[Graphics:Images/index_gr_168.gif]Print["goodness ratio = ",localconvectionQ/localqPerKeyhot ];
Solve [localqPerKeyhot == - localconvectionQ/.TEngineWallInner->102/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot ==- localconvectionQ/.TEngineWallInner->103/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == - localconvectionQ/.TEngineWallInner->104/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->105/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->106/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->107/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot ==- localconvectionQ/.TEngineWallInner->108/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot ==- localconvectionQ/.TEngineWallInner->109/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot ==- localconvectionQ/.TEngineWallInner->110/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot ==- localconvectionQ/.TEngineWallInner->111/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->112/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot ==- localconvectionQ/.TEngineWallInner->113/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == - localconvectionQ/.TEngineWallInner->114/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->115/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->116/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->117/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->118/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->119/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->120/.TFluid ->100,TEngineWallChamber]
120
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->121/.TFluid ->100,TEngineWallChamber]
121
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->122/.TFluid ->100,TEngineWallChamber]
122
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->123/.TFluid ->100,TEngineWallChamber]
123
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->124/.TFluid ->100,TEngineWallChamber]
124d
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->125/.TFluid ->100,TEngineWallChamber]
125d
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->130/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->135/.TFluid ->100,TEngineWallChamber]
Solve [localqPerKeyhot == -localconvectionQ/.TEngineWallInner->140/.TFluid ->100,TEngineWallChamber]



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Propulsion

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Null
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rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.005` 41194.35343712972` 2848.361374796015` 0.14043161922480643` 0.046288525422751` 0.013513628962952374` 2 29
0.0025` 0.006` 39661.496346527034` 2296.092678880717` 0.17420899586465705` 0.048288525422751` 0.014377659737779047` 2 29
0.0025` 0.0065` 39696.69484325815` 2079.096831040345` 0.19239123162909488` 0.049288525422750994` 0.014722467241011512` 2 29
0.0025` 0.007` 40107.33612757177` 1891.5789920091286` 0.2114635453712365` 0.050288525422750995` 0.015030390374075144` 2 29
0.0025` 0.0075` 40820.78600916008` 1728.2595182125951` 0.23144672185210305` 0.051288525422750995` 0.01531051303242297` 2 29
0.0025` 0.008` 41785.28154547582` 1585.0275392795004` 0.25236154583271564` 0.052288525422750996` 0.015569073010813889` 2 29
0.0025` 0.0085` 42962.88947762548` 1458.635989271182` 0.27422880207409595` 0.053288525422751` 0.01581050672711689` 2 29
0.0025` 0.009` 44325.162850996225` 1346.48727824807` 0.2970692753372648` 0.05428852542275099` 0.01603806142132111` 2 29
0.0025` 0.01` 47521.53694499083` 1156.8952001817202` 0.345753011973055` 0.05628852542275099` 0.016460701207254104` 2 29
0.005` 0.005` 39637.84322915049` 2385.9095748813866` 0.167650947131928` 0.048784508360845566` 0.015051683161408692` 2 29
0.005` 0.006` 36785.784809514196` 1952.4263391762995` 0.2048732861126809` 0.05078450836084557` 0.016010283086964425` 2 29
0.005` 0.0065` 36261.18272636611` 1779.0273891232775` 0.22484195715341074` 0.05178450836084556` 0.016389712312524302` 2 29
0.005` 0.007` 36152.86042045474` 1627.7144941140834` 0.2457433422424049` 0.05278450836084556` 0.016727135486602294` 2 29
0.005` 0.0075` 36376.52509193044` 1494.7782194554172` 0.2675982261406843` 0.05378450836084556` 0.017033007221035693` 2 29
0.005` 0.008` 36872.14337042189` 1377.2805486046686` 0.29042739360927056` 0.054784508360845564` 0.01731448737379956` 2 29
0.005` 0.0085` 37595.74936226614` 1272.8653173637579` 0.3142516294091849` 0.055784508360845565` 0.017576656151965835` 2 29
0.005` 0.009` 38514.39400477024` 1179.6218498158812` 0.3390917183014483` 0.05678450836084556` 0.017823224003619742` 2 29
0.005` 0.01` 40841.70588065925` 1020.6617810355181` 0.391902594407109` 0.05878450836084556` 0.018280006724358554` 2 29
0.01` 0.005` 39319.21696540121` 1586.6909404130947` 0.2520969836103434` 0.05494709193297035` 0.018236246466511157` 2 29
0.01` 0.006` 33972.67591903464` 1339.859214183265` 0.29853882838267254` 0.056947091932970345` 0.019436268267404855` 2 29
0.01` 0.0065` 32426.8307447699` 1237.3360394432752` 0.32327515505001825` 0.057947091932970346` 0.019899520672851015` 2 29
0.01` 0.007` 31388.700433961007` 1145.9693853311464` 0.3490494642528464` 0.05894709193297035` 0.020306294141790273` 2 29
0.01` 0.0075` 30747.884597776443` 1064.1622225910266` 0.37588254075217836` 0.05994709193297035` 0.02067107911852418` 2 29
0.01` 0.008` 30426.097777482` 990.601251333617` 0.4037951693090354` 0.06094709193297035` 0.021003702484619722` 2 29
0.01` 0.0085` 30366.21167836267` 924.1970470163202` 0.4328081346844389` 0.06194709193297035` 0.0213110805177093` 2 29
0.01` 0.009` 30525.544696808385` 864.0387100219249` 0.46294222163941046` 0.06294709193297035` 0.021598229644351` 2 29
0.01` 0.01` 31379.087117155355` 759.5077563917685` 0.5266568993321414` 0.06494709193297035` 0.02212586613821181` 2 29
0.015` 0.005` 41565.65899661022` 1047.625642224116` 0.38181577834501806` 0.0621779828820011` 0.02146011358027528` 2 29
0.015` 0.006` 33928.53178025782` 908.3248666608314` 0.4403710772231455` 0.06417798288200109` 0.02297884197032987` 2 29
0.015` 0.0065` 31495.795776560128` 848.6273543604102` 0.4713494067151189` 0.06517798288200109` 0.023546972378037972` 2 29
0.015` 0.007` 29673.833427738155` 794.4559117855609` 0.5034892359237274` 0.0661779828820011` 0.024038012188548057` 2 29
0.015` 0.0075` 28322.93914308669` 745.1407282849196` 0.5368113496099923` 0.0671779828820011` 0.024472452536152146` 2 29
0.015` 0.008` 27344.739310919944` 700.1127658076757` 0.5713365325349348` 0.0681779828820011` 0.024864002133224455` 2 29
0.015` 0.0085` 26667.83728404127` 658.885699352198` 0.6070855694595763` 0.0691779828820011` 0.02522220563950032` 2 29
0.015` 0.009` 26239.128293947586` 621.0415923431717` 0.644079245144938` 0.0701779828820011` 0.025553924334701026` 2 29
0.015` 0.01` 25974.200567370914` 554.1059130226712` 0.7218836518419076` 0.0721779828820011` 0.02615691891537385` 2 29
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rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.005` 42618.0515001861` 3121.867581749978` 0.16016054073623542` 0.04891818457217727` 0.014011595071265587` 2 29
0.0025` 0.006` 40220.90596060552` 2530.721913740869` 0.19757208300334703` 0.05091818457217727` 0.015004844270081051` 2 29
0.0025` 0.0065` 39901.37007323745` 2297.384675892828` 0.2176387808479162` 0.05191818457217726` 0.015391435400340565` 2 29
0.0025` 0.007` 39985.07910176616` 2095.2019875302763` 0.23864047618118966` 0.052918184572177264` 0.015732505039487324` 2 29
0.0025` 0.0075` 40389.86792528434` 1918.664336299597` 0.26059795376418865` 0.053918184572177265` 0.016039638878999868` 2 29
0.0025` 0.008` 41057.61615643558` 1763.4693893307715` 0.2835319983579345` 0.054918184572177266` 0.01632068902256229` 2 29
0.0025` 0.0085` 41945.958155835775` 1626.20984670299` 0.3074633947234485` 0.05591818457217727` 0.01658118371762873` 2 29
0.0025` 0.009` 43023.24665151194` 1504.153293848257` 0.33241292762175173` 0.05691818457217726` 0.016825136788975566` 2 29
0.0025` 0.01` 45653.554273650254` 1297.1866494554438` 0.38544954206081217` 0.05891818457217726` 0.017274662022610996` 2 29
0.005` 0.005` 41603.28184552324` 2637.464910472812` 0.189575981850832` 0.05136366389827035` 0.015497417886449387` 2 29
0.005` 0.006` 37933.54060975315` 2168.884969591854` 0.23053320347094805` 0.05336366389827035` 0.016595243524703977` 2 29
0.005` 0.0065` 37086.005493311925` 1980.7047581832223` 0.2524354010532185` 0.05436366389827035` 0.01701921890430911` 2 29
0.005` 0.007` 36686.39554591711` 1816.1057154811535` 0.27531436949832594` 0.05536366389827035` 0.017391769406332712` 2 29
0.005` 0.0075` 36640.24418149378` 1671.1738583966774` 0.2991908935672914` 0.05636366389827035` 0.01772609931487716` 2 29
0.005` 0.008` 36880.757287568` 1542.8015197366096` 0.32408575802113615` 0.05736366389827035` 0.018031135392893662` 2 29
0.005` 0.0085` 37359.26723539597` 1428.4908305846984` 0.3500197476208818` 0.05836366389827035` 0.01831314905017956` 2 29
0.005` 0.009` 38039.435622352365` 1326.2119390358378` 0.37701364712754903` 0.059363663898270344` 0.018576684972173952` 2 29
0.005` 0.01` 39900.19644156813` 1151.3725232259376` 0.4342643149057355` 0.061363663898270346` 0.0190610278385136` 2 29
0.01` 0.005` 42039.49639551415` 1789.5522497538548` 0.2793994978737128` 0.05738292617501938` 0.01854775700626071` 2 29
0.01` 0.006` 35896.09677244699` 1516.2281496313528` 0.3297656755162917` 0.05938292617501938` 0.019916993276969216` 2 29
0.01` 0.0065` 34058.467453979654` 1402.4199761829323` 0.3565265815457693` 0.06038292617501938` 0.020432984546963653` 2 29
0.01` 0.007` 32768.68731742051` 1300.839816078195` 0.38436707872873455` 0.06138292617501938` 0.020880837776885836` 2 29
0.01` 0.0075` 31904.40326714908` 1209.75170642312` 0.41330795182620833` 0.06238292617501938` 0.021278542844164215` 2 29
0.01` 0.008` 31379.48359848826` 1127.7263149066196` 0.4433699855992118` 0.06338292617501938` 0.021638140277227668` 2 29
0.01` 0.0085` 31131.38875161348` 1053.5765488135848` 0.47457396480876674` 0.06438292617501938` 0.021968020904848933` 2 29
0.01` 0.009` 31113.558348484297` 986.3087052017884` 0.5069406742158941` 0.06538292617501938` 0.022274224159544827` 2 29
0.01` 0.01` 31635.13251468673` 869.1942261476863` 0.575245422666952` 0.06738292617501938` 0.02283236417227267` 2 29
0.015` 0.005` 44823.28032184568` 1202.5733755952003` 0.4157750455372676` 0.0644586617514934` 0.021603674057279462` 2 29
0.015` 0.006` 36324.82551855142` 1045.0603921289894` 0.47844124967879004` 0.0664586617514934` 0.023337083091806436` 2 29
0.015` 0.0065` 33595.00534053918` 977.4531484127081` 0.5115334692122615` 0.0674586617514934` 0.023969939711001902` 2 29
0.015` 0.007` 31525.809958740036` 916.0425952299255` 0.5458261467355683` 0.0684586617514934` 0.024510733198460415` 2 29
0.015` 0.0075` 29962.99637619722` 860.0817806552973` 0.581340067009732` 0.0694586617514934` 0.024984627259288072` 2 29
0.015` 0.008` 28798.812765541374` 808.9358093745457` 0.6180960147957733` 0.0704586617514934` 0.025408219399401313` 2 29
0.015` 0.0085` 27955.472538526148` 762.0617903486736` 0.6561147748547137` 0.0714586617514934` 0.025792945331980118` 2 29
0.015` 0.009` 27375.3296224145` 718.9929281720563` 0.6954171319475748` 0.0724586617514934` 0.02614696059910478` 2 29
0.015` 0.01` 26840.016397656906` 642.7100553085827` 0.777955776279144` 0.0744586617514934` 0.026785294987161222` 2 29
[Graphics:Images/index_gr_217.gif]
rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.005` 49631.06970707891` 4075.22392429496` 0.24538528890115088` 0.05847178304892441` 0.015161672373104295` 2 29
0.0025` 0.006` 43939.397457321764` 3360.7000387699454` 0.2975570531328979` 0.06047178304892441` 0.01689767676441035` 2 29
0.0025` 0.0065` 42404.52492024761` 3074.5707745349773` 0.32524865203379444` 0.06147178304892441` 0.017503281934795716` 2 29
0.0025` 0.007` 41419.80449031972` 2824.5520314084206` 0.3540384418060678` 0.06247178304892441` 0.01801228324177342` 2 29
0.0025` 0.0075` 40853.830460583216` 2604.5247399107257` 0.38394720721073944` 0.06347178304892441` 0.018452812451150307` 2 29
0.0025` 0.008` 40617.621623117026` 2409.6633301497604` 0.414995733008831` 0.06447178304892441` 0.018842708243031105` 2 29
0.0025` 0.0085` 40648.27251577169` 2236.111936056922` 0.4472048039613634` 0.06547178304892441` 0.019193924856991628` 2 29
0.0025` 0.009` 40899.82601706169` 2080.7531784572516` 0.480595204829358` 0.06647178304892441` 0.01951481779580954` 2 29
0.0025` 0.01` 41935.84502349687` 1814.8717055016998` 0.5510031353558198` 0.06847178304892441` 0.020088230805757237` 2 29
0.005` 0.005` 50121.1923160199` 3524.448227360762` 0.28373235624143006` 0.06077593739159197` 0.016442690774633412` 2 29
0.005` 0.006` 43196.59051628059` 2942.651606209573` 0.3398295598057901` 0.06277593739159197` 0.018338353791524875` 2 29
0.005` 0.0065` 41189.240844992004` 2706.0456396569944` 0.3695429172904695` 0.06377593739159197` 0.018995217205019982` 2 29
0.005` 0.007` 39789.53477166271` 2497.5410152434483` 0.4003938249248432` 0.06477593739159197` 0.019545464191346115` 2 29
0.005` 0.0075` 38850.52611986453` 2312.6570443895744` 0.4324030674699328` 0.06577593739159196` 0.02002031060080849` 2 29
0.005` 0.008` 38272.7007464298` 2147.805857751248` 0.46559142968675954` 0.06677593739159196` 0.02043950592118499` 2 29
0.005` 0.0085` 37985.69604926554` 2000.081217952665` 0.499979696336345` 0.06777593739159196` 0.02081626180012968` 2 29
0.005` 0.009` 37938.10029899158` 1867.1045324247507` 0.5355886521797103` 0.06877593739159196` 0.02115979943292338` 2 29
0.005` 0.01` 38415.92349357848` 1637.8627469942348` 0.6105517704918655` 0.07077593739159196` 0.021772123445627213` 2 29
0.01` 0.005` 52906.12525785232` 2529.2668738360267` 0.39537148505145475` 0.06637440289039476` 0.01894502908792884` 2 29
0.01` 0.006` 43385.29844958444` 2166.385540137935` 0.4615983542506148` 0.06837440289039476` 0.021281889201574523` 2 29
0.01` 0.0065` 40425.766030542596` 2014.0175906626262` 0.4965199929912197` 0.06937440289039476` 0.022071102662221512` 2 29
0.01` 0.007` 38205.26295318249` 1877.3179684699564` 0.5326748141738694` 0.07037440289039476` 0.02272474712823338` 2 29
0.01` 0.0075` 36539.61899835725` 1754.1286848282566` 0.5700836025595855` 0.07137440289039476` 0.023283484848078087` 2 29
0.01` 0.008` 35304.83937904066` 1642.664213480463` 0.6087671429093892` 0.07237440289039476` 0.02377272378541857` 2 29
0.01` 0.0085` 34413.59337062654` 1541.4348002277345` 0.6487462199843018` 0.07337440289039476` 0.024209306437375573` 2 29
0.01` 0.009` 33802.25072193334` 1449.1879520369644` 0.6900416185453447` 0.07437440289039476` 0.02460490540181382` 2 29
0.01` 0.01` 33240.00994696696` 1287.5572081866096` 0.7766645191699064` 0.07637440289039477` 0.02530446710867632` 2 29
0.015` 0.005` 57630.210208857185` 1792.3376905032515` 0.5579305759726678` 0.07296867324093527` 0.021267204027254103` 2 29
0.015` 0.006` 45347.60901397112` 1569.4532045765627` 0.6371645851459455` 0.07496867324093527` 0.024238416153646063` 2 29
0.015` 0.0065` 41440.330620178014` 1473.2774918223872` 0.6787587576343402` 0.07596867324093527` 0.025203767345987088` 2 29
0.015` 0.007` 38425.5438406926` 1385.6196826892506` 0.721698755071934` 0.07696867324093527` 0.025990818868725743` 2 29
0.015` 0.0075` 36073.05971973344` 1305.4738900288855` 0.7660053622197484` 0.07796867324093527` 0.026655032723993912` 2 29
0.015` 0.008` 34229.79356208492` 1231.9832250091436` 0.8116993638388044` 0.07896867324093527` 0.027230351962573916` 2 29
0.015` 0.0085` 32788.80667961886` 1164.4133690523636` 0.8588015446901232` 0.07996867324093528` 0.027738944763584284` 2 29
0.015` 0.009` 31672.637471653175` 1102.1315682043742` 0.9073326895347263` 0.08096867324093528` 0.02819600310706611` 2 29
0.015` 0.01` 30197.638608305573` 991.3111476321758` 1.0087650102478707` 0.08296867324093528` 0.028995856890985952` 2 29
[Graphics:Images/index_gr_218.gif]
rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.001` 130580.624943357` 2565.934965691135` 0.03897214907512865` 0.025748358871039573` 0.0072300108101362864` 2 29
0.0025` 0.005` 93074.27006171395` 511.7713597343809` 0.19539975830593947` 0.03374835887103957` 0.010824274792932395` 2 29
0.0025` 0.0075` 136445.6199763276` 285.77458978929945` 0.34992614309666115` 0.03874835887103957` 0.011704627292278537` 2 29
0.0025` 0.01` 193659.82503439113` 179.436724228291` 0.557299518423963` 0.043748358871039575` 0.012480969166502662` 2 29
0.0025` 0.025` 778147.2717016845` 29.94000979171362` 3.3400122677206556` 0.07374835887103957` 0.01626969862058549` 2 29
0.0025` 0.03` 1.0619039707254958`*^6 19.85154858628972` 5.0373903862121905` 0.08374835887103957` 0.017341408558303503` 2 29
0.0025` 0.04` 1.7619270643387944`*^6 10.04590747795051` 9.95430230862541` 0.10374835887103957` 0.01930510808348906` 2 29
0.0025` 0.045` 2.1781455572445863`*^6 7.520879235550224` 13.296317739994146` 0.11374835887103957` 0.02021506813302077` 2 29
0.0025` 0.05` 2.6384880284317266`*^6 5.777332176674781` 17.309027236435682` 0.12374835887103958` 0.021085630378420945` 2 29
0.0025` 0.055` 3.1429494270264963`*^6 4.5343923570108675` 22.05367161167354` 0.13374835887103959` 0.021921540610286148` 2 29
0.0025` 0.06` 3.691526649143107`*^6 3.6243056795130606` 27.591491679431254` 0.14374835887103957` 0.022726653739655257` 2 29
0.0025` 0.075` 5.601936404291359`*^6 2.0170881993782563` 49.576414175058815` 0.17374835887103957` 0.024986584072891022` 2 29
0.0025` 0.1` 9.66816870202778`*^6 0.9276672363604009` 107.79727479903127` 0.22374835887103958` 0.02835532948206962` 2 29
0.005` 0.001` 146495.0242781544` 1589.3578527762493` 0.06291849241209124` 0.028613126708839365` 0.008361292566484428` 2 29
0.005` 0.005` 71143.55868611016` 401.58021480712364` 0.24901625207812944` 0.036613126708839365` 0.012716129204421547` 2 29
0.005` 0.0075` 101791.74971364149` 234.3168771557826` 0.4267725023217869` 0.04161312670883936` 0.013684974568940788` 2 29
0.005` 0.01` 144657.0188372856` 151.29042220692565` 0.6609803749719614` 0.04661312670883937` 0.014536681352477857` 2 29
0.005` 0.025` 597806.712086643` 27.1709790393934` 3.680397377474573` 0.07661312670883937` 0.018713428124323004` 2 29
0.005` 0.03` 819942.9629405203` 18.229832349585894` 5.485513968660915` 0.08661312670883936` 0.0199017163329111` 2 29
0.005` 0.04` 1.369799597016198`*^6 9.379843734682055` 10.66115841890299` 0.10661312670883936` 0.022084808962854623` 2 29
0.005` 0.045` 1.697464084464872`*^6 7.065056785274389` 14.154167905405776` 0.11661312670883936` 0.02309852362215614` 2 29
0.005` 0.05` 2.0602697755944843`*^6 5.454855890058604` 18.332289984461113` 0.12661312670883937` 0.024069381917840756` 2 29
0.005` 0.055` 2.458210826576567`*^6 4.299824071833504` 23.256765469792512` 0.13661312670883935` 0.025002439491063417` 2 29
0.005` 0.06` 2.891283653922655`*^6 3.4496039387541186` 28.988835175123526` 0.14661312670883936` 0.025901819461736756` 2 29
0.005` 0.075` 4.4012733829025`*^6 1.936370188266082` 51.64301774834947` 0.17661312670883936` 0.028429464761365708` 2 29
0.005` 0.1` 7.620442912560408`*^6 0.8987335572818372` 111.26768238458097` 0.22661312670883937` 0.032203908870312256` 2 29
0.01` 0.001` 196330.7598551371` 620.5378529450281` 0.16115052373583202` 0.03571573331607591` 0.009993300302077013` 2 29
0.01` 0.005` 47267.73203814487` 231.49633608490728` 0.43197227952377787` 0.04371573331607591` 0.016792794331706214` 2 29
0.01` 0.0075` 60540.293107939` 148.30214945713146` 0.6742990601690922` 0.048715733316075906` 0.01791633634859383` 2 29
0.01` 0.01` 83960.73021450211` 101.83149944036367` 0.9820144115482041` 0.0537157333160759` 0.018890054838426713` 2 29
0.01` 0.025` 354683.4938125358` 21.597562164798983` 4.630152201297333` 0.0837157333160759` 0.023691489176136487` 2 29
0.01` 0.03` 489777.3975579604` 14.889066091439819` 6.716337974850759` 0.09371573331607591` 0.02507299037074033` 2 29
0.01` 0.04` 825885.8696387087` 7.960918786255959` 12.561364169754365` 0.1137157333160759` 0.027625754122403694` 2 29
0.01` 0.045` 1.026829498699123`*^6 6.081731334578051` 16.442686218551607` 0.12371573331607591` 0.028816578058105922` 2 29
0.01` 0.05` 1.2496789135913502`*^6 4.751752156207658` 21.044868653210514` 0.13371573331607592` 0.02995980763153098` 2 29
0.01` 0.055` 1.4944267874894573`*^6 3.7837006239306445` 26.429152287454603` 0.1437157333160759` 0.031060792767059316` 2 29
0.01` 0.06` 1.7610686411059357`*^6 3.0621514528780844` 32.65677793500744` 0.1537157333160759` 0.032123933929437104` 2 29
0.01` 0.075` 2.6923338956049774`*^6 1.7540131572701876` 57.01211509475356` 0.1837157333160759` 0.03512035156583935` 2 29
0.01` 0.1` 4.68217852256409`*^6 0.8320367895315689` 120.18699324136776` 0.23371573331607592` 0.039613252920729855` 2 29
0.015` 0.001` 274809.5518693638` 291.33334343706605` 0.3432494160133857` 0.043858524092986295` 0.008581677301938293` 2 29
0.015` 0.005` 37829.13865105202` 136.84053563474836` 0.7307776130525957` 0.051858524092986295` 0.02109520224339096` 2 29
0.015` 0.0075` 41081.828568764315` 94.39613338816503` 1.0593654253696119` 0.05685852409298629` 0.022358489551751515` 2 29
0.015` 0.01` 53757.247949253746` 68.32525857518867` 1.4635875821817035` 0.0618585240929863` 0.023428665423165174` 2 29
0.015` 0.025` 223176.0072369554` 16.932141613164287` 5.9059274535155515` 0.0918585240929863` 0.028700023155911854` 2 29
0.015` 0.03` 309356.2313483535` 11.99211382618306` 8.338813444354106` 0.10185852409298629` 0.03023077840089437` 2 29
0.015` 0.04` 524629.5009950699` 6.666582508189831` 15.000189358963315` 0.1218585240929863` 0.03307499697276828` 2 29
0.015` 0.045` 653637.9320937735` 5.167648621400699` 19.351160910181026` 0.1318585240929863` 0.03440778362852494` 2 29
0.015` 0.05` 796869.9153294574` 4.087642999479502` 24.46397594230551` 0.1418585240929863` 0.035690402950454975` 2 29
0.015` 0.055` 954316.7829755112` 3.2894871809482673` 30.39987526906029` 0.15185852409298628` 0.03692821901910558` 2 29
0.015` 0.06` 1.1259732466700573`*^6 2.686720368693674` 37.22009970416893` 0.1618585240929863` 0.03812567788987142` 2 29
0.015` 0.075` 1.726171722733066`*^6 1.5723485081434394` 63.59913179685317` 0.1918585240929863` 0.04151067691219269` 2 29
0.015` 0.1` 3.01052530081615`*^6 0.7635540576776259` 130.96649673259975` 0.2418585240929863` 0.046608300075791295` 2 29
[Graphics:Images/index_gr_219.gif]
rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.001` [Graphics:Images/index_gr_220.gif] 4438.325573972164` 0.2253101948771711` 0.05047178304892441` [Graphics:Images/index_gr_221.gif] 2 29
0.0025` 0.005` 81241.94361356997` 1383.1063015788952` 0.7230102262266054` 0.05847178304892441` 0.0185668661646894` 2 29
0.0025` 0.0075` 87211.25828217377` 883.9599117272764` 1.1312730212459288` 0.06347178304892441` 0.01994504049605031` 2 29
0.0025` 0.01` 102537.67424335789` 615.9564576248193` 1.6234913809591118` 0.06847178304892441` 0.02097713789075323` 2 29
0.0025` 0.025` 274806.94457330037` 147.74204152480326` 6.76855409387394` 0.09847178304892441` 0.02556891294476893` 2 29
0.0025` 0.03` 355415.72891417326` 105.2382242620271` 9.502250793496415` 0.10847178304892441` 0.026865095113061063` 2 29
0.0025` 0.04` 548985.4977419247` 59.29403536715589` 16.865102768058858` 0.12847178304892443` 0.029268742458773953` 2 29
0.0025` 0.045` 661798.3369001389` 46.260445157101444` 21.616739670445874` 0.1384717830489244` 0.030395199008215208` 2 29
0.0025` 0.05` 785251.4531051049` 36.814100478198334` 27.16350493453481` 0.14847178304892442` 0.031479897919996516` 2 29
0.0025` 0.055` 919328.0234268269` 29.791484004595176` 33.566639374049174` 0.1584717830489244` 0.032527464214219544` 2 29
0.0025` 0.06` 1.064017502593067`*^6 24.457421996602765` 40.88738380271251` 0.1684717830489244` 0.03354165252124583` 2 29
0.0025` 0.075` 1.5617048623779062`*^6 14.49954420926286` 68.96768516083166` 0.1984717830489244` 0.03641282125043098` 2 29
0.0025` 0.1` 2.6030891214330103`*^6 7.151224254618114` 139.83619648820567` 0.24847178304892442` 0.040747640456583925` 2 29
0.005` 0.001` [Graphics:Images/index_gr_222.gif] 3370.7286987854095` 0.29667175538640506` 0.05277593739159197` [Graphics:Images/index_gr_223.gif] 2 29
0.005` 0.005` 75609.28562971645` 1196.1763680739557` 0.8359971210684993` 0.06077593739159197` 0.02017385422923721` 2 29
0.005` 0.0075` 77856.93577556974` 784.9017847625222` 1.2740447523667662` 0.06577593739159196` 0.02164448165539288` 2 29
0.005` 0.01` 90063.34445239462` 555.8806898889524` 1.7989471809135322` 0.07077593739159196` 0.02273671764892` 2 29
0.005` 0.025` 241605.71670037622` 138.869636340475` 7.200998190477293` 0.10077593739159196` 0.027576318747323237` 2 29
0.005` 0.03` 313647.6627117132` 99.56637334894158` 10.043551516086536` 0.11077593739159197` 0.028943686517627278` 2 29
0.005` 0.04` 487323.9540651426` 56.62864467212951` 17.658907533278168` 0.13077593739159196` 0.03148221268261839` 2 29
0.005` 0.045` 588795.0539716886` 44.33765601305219` 22.554191852307635` 0.14077593739159197` 0.03267306372337238` 2 29
0.005` 0.05` 699972.019631904` 35.39046114532881` 28.25620146325758` 0.15077593739159198` 0.03382040884837702` 2 29
0.005` 0.055` 820836.4378341208` 28.714032976853552` 34.82617717985149` 0.16077593739159196` 0.034929022361092785` 2 29
0.005` 0.06` 951376.7880752585` 23.626497313943588` 42.325359815812945` 0.17077593739159197` 0.036002781694685064` 2 29
0.005` 0.075` 1.4009896226784016`*^6 14.082413051470507` 71.01055737713779` 0.20077593739159197` 0.039044788257102545` 2 29
0.005` 0.1` 2.3434787571291947`*^6 6.987184291502933` 143.11916764755918` 0.250775937391592` 0.04364250090960819` 2 29
0.01` 0.001` [Graphics:Images/index_gr_224.gif] 1932.3892631571587` 0.5174940779613882` 0.058374402890394764` [Graphics:Images/index_gr_225.gif] 2 29
0.01` 0.005` 68614.43388379207` 858.4178480898029` 1.1649338398837508` 0.06637440289039476` 0.023576543561893752` 2 29
0.01` 0.0075` 63945.06346109768` 595.3406445477718` 1.6797106146844933` 0.07137440289039476` 0.025249704415724092` 2 29
0.01` 0.01` 70547.39054397118` 436.9891130815159` 2.2883865296970463` 0.07637440289039477` 0.026462271419499514` 2 29
0.01` 0.025` 184957.95449404645` 119.889562622305` 8.34100966028509` 0.10637440289039476` 0.031757072566410686` 2 29
0.01` 0.03` 241428.4762744767` 87.2845971912368` 11.45677510327559` 0.11637440289039476` 0.033253362040427954` 2 29
0.01` 0.04` 378613.1278968606` 50.75346701284934` 19.703087470789505` 0.13637440289039476` 0.03603761684358612` 2 29
0.01` 0.045` 459133.7329151132` 40.070337831736325` 24.95611602275998` 0.14637440289039477` 0.03734652908431103` 2 29
0.01` 0.05` 547548.2887363142` 32.21229475387772` 31.044047238504174` 0.15637440289039478` 0.038609172786758204` 2 29
0.01` 0.055` 643835.2233500113` 26.296328853547916` 38.0281219317456` 0.16637440289039476` 0.03983053573012996` 2 29
0.01` 0.06` 747981.0835395197` 21.75351569601592` 45.969580916207796` 0.17637440289039474` 0.0410146663907486` 2 29
0.01` 0.075` 1.1074979749322599`*^6 13.13186052026448` 76.15067175415444` 0.20637440289039477` 0.04437488244210859` 2 29
0.01` 0.1` 1.8634251041943866`*^6 6.608687115977887` 151.3159849226771` 0.25637440289039476` 0.04946623437553816` 2 29
0.015` 0.001` [Graphics:Images/index_gr_226.gif] 1167.6239594158985` 0.856440116645301` 0.06496867324093528` [Graphics:Images/index_gr_227.gif] 2 29
0.015` 0.005` 66096.9767592821` 608.3085495041339` 1.6439025899194677` 0.07296867324093527` 0.027163690025068403` 2 29
0.015` 0.0075` 55337.36264149755` 443.0699263128339` 2.2569800851117585` 0.07796867324093527` 0.02906527707557381` 2 29
0.015` 0.01` 57318.187048985536` 336.44499556001125` 2.972254048051762` 0.08296867324093528` 0.03039976363137724` 2 29
0.015` 0.025` 142039.21391973528` 101.63934770196676` 9.838709344458437` 0.11296867324093528` 0.036100829720189555` 2 29
0.015` 0.03` 185955.26108450835` 75.23248268631045` 13.29213079634236` 0.12296867324093527` 0.03770878967270684` 2 29
0.015` 0.04` 293482.9039386427` 44.816273890592825` 22.31332311207393` 0.14296867324093526` 0.040707259346566924` 2 29
0.015` 0.045` 356871.1416370306` 35.70972557803323` 28.003575603368642` 0.15296867324093527` 0.04211989893950688` 2 29
0.015` 0.05` 426608.80361460266` 28.93357770678586` 34.56192006858066` 0.16296867324093528` 0.04348434866378876` 2 29
0.015` 0.055` 502671.2379374688` 23.78144057732223` 42.049597321433566` 0.1729686732409353` 0.04480572628219508` 2 29
0.015` 0.06` 585043.1115610527` 19.791066433774965` 50.52784817565082` 0.18296867324093527` 0.04608817467413328` 2 29
0.015` 0.075` 869931.0026572141` 12.118501912457004` 82.5184504837242` 0.21296867324093527` 0.04973388345395089` 2 29
0.015` 0.1` 1.470426690136855`*^6 6.197192087632173` 161.36340230533034` 0.2629686732409353` 0.05527300262375221` 2 29
[Graphics:Images/index_gr_228.gif]
rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.001` [Graphics:Images/index_gr_229.gif] 6035.311989600918` 1.6569151714493642` 0.10412397477336506` [Graphics:Images/index_gr_230.gif] 2 29
0.0025` 0.005` 116088.89667939239` 2810.361492751326` 3.558261108328123` 0.11212397477336505` 0.030551171621804495` 2 29
0.0025` 0.0075` 91171.49730294697` 2027.7543834515886` 4.93156374441084` 0.11712397477336506` 0.03534087262508863` 2 29
0.0025` 0.01` 85160.5836252204` 1548.8674202204547` 6.45633052219323` 0.12212397477336506` 0.037668840531026454` 2 29
0.0025` 0.025` 123660.95964261558` 520.4439799582325` 19.21436386064557` 0.15212397477336506` 0.044455540058639026` 2 29
0.0025` 0.03` 146446.04266875016` 399.5878482867123` 25.02578605149376` 0.16212397477336504` 0.04609153066637576` 2 29
0.0025` 0.04` 200836.1133568965` 254.1025367038976` 39.354191932577514` 0.18212397477336506` 0.04907747823327783` 2 29
0.0025` 0.045` 232040.1843268666` 208.3608662672986` 47.9936572502601` 0.19212397477336507` 0.050472963686574605` 2 29
0.0025` 0.05` 265790.2241202997` 173.315375990959` 57.69828523766789` 0.20212397477336508` 0.051819383362212035` 2 29
0.0025` 0.055` 302037.09066655836` 145.92294918878287` 68.52931670852438` 0.21212397477336506` 0.053123836685028396` 2 29
0.0025` 0.06` 340749.2342946242` 124.14958700443012` 80.54799247655309` 0.22212397477336504` 0.05439146813368066` 2 29
0.0025` 0.075` 471497.1640614654` 80.42315854373669` 124.34229370090817` 0.25212397477336507` 0.05800870767500178` 2 29
0.0025` 0.1` 737612.082284761` 44.09142090475763` 226.80149096580763` 0.30212397477336506` 0.0635513514842311` 2 29
0.005` 0.001` [Graphics:Images/index_gr_231.gif] 5182.420411364762` 1.929600303763577` 0.1061057287589685` [Graphics:Images/index_gr_232.gif] 2 29
0.005` 0.005` 116855.02728380676` 2563.9858344952454` 3.9001775538157917` 0.11410572875896849` 0.03180239399463359` 2 29
0.005` 0.0075` 89585.8166014252` 1879.7022870520364` 5.319991399107753` 0.1191057287589685` 0.03678514170747619` 2 29
0.005` 0.01` 82283.44129135889` 1450.5865760830745` 6.893762954157732` 0.1241057287589685` 0.039196130866941244` 2 29
0.005` 0.025` 116277.9419104181` 500.0452569600005` 19.998189885440556` 0.1541057287589685` 0.046182091896991365` 2 29
0.005` 0.03` 137684.74807707468` 385.430345182964` 25.94502515169894` 0.1641057287589685` 0.047861889889482284` 2 29
0.005` 0.04` 189140.00829001548` 246.4621589376623` 40.57418000030304` 0.1841057287589685` 0.050927737303077675` 2 29
0.005` 0.045` 218764.7038870085` 202.51531633373295` 49.3789812100958` 0.19410572875896848` 0.052360842282617934` 2 29
0.005` 0.05` 250853.6962973811` 168.75096791654192` 59.25891936184711` 0.20410572875896849` 0.05374380088592045` 2 29
0.005` 0.055` 285355.1943630302` 142.2976381606128` 70.27523526928047` 0.2141057287589685` 0.05508389758986911` 2 29
0.005` 0.06` 322235.9801416266` 121.22803552002578` 82.48916974611946` 0.2241057287589685` 0.05638639945471609` 2 29
0.005` 0.075` 446964.6016640153` 78.78414463457712` 126.92909273030507` 0.2541057287589685` 0.06010436959160721` 2 29
0.005` 0.1` 701271.4156169174` 43.353137737681784` 230.66381170625584` 0.3041057287589685` 0.06580452034648218` 2 29
0.01` 0.001` [Graphics:Images/index_gr_233.gif] 3819.922509465796` 2.617854151548867` 0.11063271740128974` [Graphics:Images/index_gr_234.gif] 2 29
0.01` 0.005` 119575.52388629418` 2104.7203897651934` 4.75122493639909` 0.11863271740128974` 0.03432254584084356` 2 29
0.01` 0.0075` 87432.52130097151` 1592.308582186353` 6.280189726961898` 0.12363271740128974` 0.039760096982290126` 2 29
0.01` 0.01` 77528.824130175` 1254.892768807712` 7.96880837037663` 0.12863271740128973` 0.04235537728444744` 2 29
0.01` 0.025` 102690.670365924` 456.99793736600196` 21.881936836820266` 0.15863271740128976` 0.049749198856171496` 2 29
0.01` 0.03` 121405.20459555383` 355.3166762966261` 28.143908426216907` 0.16863271740128974` 0.05151395167794167` 2 29
0.01` 0.04` 167100.7791494809` 230.03476706842866` 43.47168963822451` 0.18863271740128973` 0.054733506054740956` 2 29
0.01` 0.045` 193611.28735690133` 189.89752429297053` 52.65998088828255` 0.19863271740128974` 0.05623878043376251` 2 29
0.01` 0.05` 222415.53227704973` 158.8658411210392` 62.94619365267479` 0.20863271740128975` 0.05769182269403577` 2 29
0.01` 0.055` 253456.33727196732` 134.42383550562448` 74.39156874512472` 0.21863271740128976` 0.059100311705521984` 2 29
0.01` 0.06` 286697.09979276755` 114.86681304877489` 87.05734697935588` 0.22863271740128974` 0.06046976934914814` 2 29
0.01` 0.075` 399410.8491766472` 75.1939013837255` 132.98950866997222` 0.25863271740128974` 0.06438150389442791` 2 29
0.01` 0.1` 629992.7859108715` 41.724562347379916` 239.6669836041539` 0.3086327174012897` 0.07038576838405382` 2 29
0.015` 0.001` [Graphics:Images/index_gr_235.gif] 2853.140452038631` 3.5049098241394967` 0.1158218663781324` [Graphics:Images/index_gr_236.gif] 3 29
0.015` 0.005` 123766.968620308` 1714.4319092269488` 5.832835906856798` 0.12382186637813239` 0.03684415795543534` 3 29
0.015` 0.0075` 86552.39855299401` 1334.777407981812` 7.49188586816137` 0.1288218663781324` 0.04283277307325858` 3 29
0.015` 0.01` 74051.07663992811` 1073.2931502556671` 9.317118997375434` 0.1338218663781324` 0.045637259163016884` 3 29
0.015` 0.025` 90793.88435912854` 413.44438458348617` 24.187049994823955` 0.1638218663781324` 0.053451631094793076` 3 29
0.015` 0.03` 106974.6551011778` 324.4626301331847` 30.82019028168275` 0.1738218663781324` 0.05529772788847542` 3 29
0.015` 0.04` 147229.5504424215` 212.9079232300764` 46.96866066930549` 0.1938218663781324` 0.05866265496216507` 3 29
0.015` 0.045` 170785.25488883414` 176.6582437742356` 56.60647239751646` 0.20382186637813238` 0.06023586875183664` 3 29
0.015` 0.05` 196463.78653206435` 148.4377162661514` 67.36832290029193` 0.21382186637813239` 0.06175484884029194` 3 29
0.015` 0.055` 224202.50518569135` 126.07883612654783` 79.31545299135537` 0.2238218663781324` 0.06322770372006889` 3 29
0.015` 0.06` 253961.38335796326` 108.09746958236437` 92.5091034844303` 0.2338218663781324` 0.06466022534912015` 3 29
0.015` 0.075` 355131.70061197894` 71.33604576811925` 140.18158551295951` 0.2638218663781324` 0.06875487772905471` 3 29
0.015` 0.1` 562764.2867771524` 39.954940488510346` 250.28193954826824` 0.3138218663781324` 0.07504765750384415` 3 29
[Graphics:Images/index_gr_237.gif]
rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.001` [Graphics:Images/index_gr_238.gif] 6845.53564764747` 7.304030330655418` 0.17532501301801084` [Graphics:Images/index_gr_239.gif] 3 17
0.0025` 0.005` [Graphics:Images/index_gr_240.gif] 4009.665725967753` 12.469867419666821` 0.18332501301801085` [Graphics:Images/index_gr_241.gif] 3 17
0.0025` 0.0075` 129885.09708183116` 3125.011022804505` 15.999943563440002` 0.18832501301801086` 0.04713018746352327` 3 17
0.0025` 0.01` 103856.61758998646` 2528.9471518645732` 19.77107349322637` 0.19332501301801083` 0.0550628534822516` 3 17
0.0025` 0.025` 91326.4696214733` 1044.0883365897932` 47.88866827428631` 0.22332501301801083` 0.06790950064602785` 3 17
0.0025` 0.03` 98990.85963999786` 839.818672996269` 59.53666143384517` 0.23332501301801084` 0.07011496858853755` 3 17
0.0025` 0.04` 120039.9030381243` 577.2786473711462` 86.61328498411235` 0.25332501301801086` 0.07387178213817276` 3 17
0.0025` 0.045` 132659.98845863092` 489.40728342859177` 102.16439700226769` 0.2633250130180108` 0.07556215799974145` 3 17
0.0025` 0.05` 146432.9167108743` 419.6777486586654` 119.13903026740232` 0.2733250130180108` 0.07717142732206374` 3 17
0.0025` 0.055` 161262.5816909249` 363.3762507414658` 137.5984255932397` 0.28332501301801083` 0.07871728226384204` 3 17
0.0025` 0.06` 177086.55107877916` 317.25118589452046` 157.6038237935034` 0.29332501301801084` 0.08021149666976954` 3 17
0.0025` 0.075` 230162.00159245866` 219.7720628284466` 227.5084437780877` 0.32332501301801087` 0.08445601632624526` 3 17
0.0025` 0.1` 336263.90451050806` 131.35356866094546` 380.6520105217833` 0.37332501301801085` 0.09096411694937295` 3 17
0.005` 0.001` [Graphics:Images/index_gr_242.gif] 6207.317442570351` 8.055009343826281` 0.17718007556026089` [Graphics:Images/index_gr_243.gif] 3 17
0.005` 0.005` [Graphics:Images/index_gr_244.gif] 3751.70649493667` 13.327268555650711` 0.1851800755602609` [Graphics:Images/index_gr_245.gif] 3 17
0.005` 0.0075` 130778.26732495698` 2953.879380368042` 16.926892930127103` 0.1901800755602609` 0.048277199982401785` 3 17
0.005` 0.01` 103569.04086823373` 2407.329229680738` 20.76990524749748` 0.19518007556026087` 0.056392498777332094` 3 17
0.005` 0.025` 88574.12050188567` 1012.8056790514023` 49.367811648558515` 0.22518007556026087` 0.06949656857019665` 3 17
0.005` 0.03` 95739.32464751616` 817.0657992546749` 61.19458193649751` 0.23518007556026088` 0.07173947286803002` 3 17
0.005` 0.04` 115849.91707163752` 563.9727254993884` 88.65676962609471` 0.2551800755602609` 0.07555771892986757` 3 17
0.005` 0.045` 128003.6818796417` 478.859921158309` 104.4146686552` 0.2651800755602609` 0.07727526895550947` 3 17
0.005` 0.05` 141303.6760328723` 411.1658650939082` 121.60542555880771` 0.2751800755602609` 0.0789103212919187` 3 17
0.005` 0.055` 155650.47566300278` 356.4038762336703` 140.29028115064145` 0.28518007556026087` 0.08048093609299319` 3 17
0.005` 0.06` 170979.51762759621` 311.4673373538725` 160.53047624442468` 0.2951800755602609` 0.08199912151384192` 3 17
0.005` 0.075` 222485.64526484502` 216.2671788874783` 231.19550667470693` 0.32518007556026085` 0.08631215725804849` 3 17
0.005` 0.1` 325656.25334754615` 129.6031283348162` 385.7931567116978` 0.3751800755602609` 0.09292693833949996` 3 17
0.01` 0.001` [Graphics:Images/index_gr_246.gif] 5110.136437231949` 9.784474566218032` 0.18124376028124106` [Graphics:Images/index_gr_247.gif] 3 19
0.01` 0.005` [Graphics:Images/index_gr_248.gif] 3269.3299371408907` 15.293653733745288` 0.18924376028124107` [Graphics:Images/index_gr_249.gif] 3 19
0.01` 0.0075` 133036.09050966665` 2624.9474706198316` 19.048000220817173` 0.19424376028124107` 0.050554927107364436` 3 19
0.01` 0.01` 103376.58777836847` 2169.1176114896493` 23.050847835614757` 0.19924376028124105` 0.05908859391052462` 3 19
0.01` 0.025` 83414.63409834112` 948.4940616073777` 52.71514290270504` 0.22924376028124105` 0.07274204895798628` 3 19
0.01` 0.03` 89587.71291071593` 769.9618591748863` 64.93828155797418` 0.23924376028124106` 0.07506059489239084` 3 19
0.01` 0.04` 107834.16656147661` 536.1667863532435` 93.25456420021224` 0.2592437602812411` 0.07900112063379036` 3 19
0.01` 0.045` 119060.545110699` 456.7453485251804` 109.47018981462824` 0.2692437602812411` 0.08077226479983866` 3 19
0.01` 0.05` 131418.8176044932` 393.26996776066534` 127.1391260428735` 0.2792437602812411` 0.08245799367177499` 3 19
0.01` 0.055` 144802.80018507194` 341.7106811867587` 146.32261369867163` 0.28924376028124105` 0.08407716447423559` 3 19
0.01` 0.06` 159143.59388069925` 299.2544489648577` 167.08189359574624` 0.29924376028124106` 0.08564229065083781` 3 19
0.01` 0.075` 207507.66854121807` 208.83201123565942` 239.42689487186342` 0.329243760281241` 0.09008931808638715` 3 19
0.01` 0.1` 304781.6511042443` 125.87053601312982` 397.2335511051166` 0.37924376028124107` 0.09691269585380717` 3 19
0.015` 0.001` [Graphics:Images/index_gr_250.gif] 4227.664554283826` 11.826860754440839` 0.18574651169748993` [Graphics:Images/index_gr_251.gif] 5 23
0.015` 0.005` [Graphics:Images/index_gr_252.gif] 2840.160258283039` 17.60464039104134` 0.19374651169748994` [Graphics:Images/index_gr_253.gif] 5 23
0.015` 0.0075` 135906.28710832083` 2321.885007177722` 21.5342275114544` 0.1987465116974899` 0.05280237267746465` 5 23
0.015` 0.01` 103681.70865145764` 1944.1650264422376` 25.717981405878113` 0.20374651169748992` 0.06182736239217767` 5 23
0.015` 0.025` 78729.88198451753` 883.5999701381144` 56.58669272270863` 0.23374651169748994` 0.07607677940621846` 5 23
0.015` 0.03` 83928.34638358698` 721.9525551270577` 69.25662863150392` 0.24374651169748993` 0.078471964598601` 5 23
0.015` 0.04` 100347.8062720831` 507.4365149258513` 98.53449353621349` 0.2637465116974899` 0.08253391062617982` 5 23
0.015` 0.045` 110664.89063278545` 433.7833824142959` 115.2649041595748` 0.2737465116974899` 0.08435759708390043` 5 23
0.015` 0.05` 122098.78333835435` 374.6124035813497` 133.4712879819051` 0.28374651169748993` 0.08609276703263448` 5 23
0.015` 0.055` 134536.39320253104` 326.33904815060527` 153.21488581692813` 0.29374651169748994` 0.08775915674368788` 5 23
0.015` 0.06` 147904.39860510072` 286.4394875153962` 174.55693847836704` 0.3037465116974899` 0.0893698342381965` 5 23
0.015` 0.075` 193166.45095971428` 200.9757504860483` 248.78623355841623` 0.3337465116974899` 0.09394662553362458` 5 23
0.015` 0.1` 284588.3104639711` 121.89573282206783` 410.1866311676833` 0.38374651169748997` 0.10097193505824113` 5 23
[Graphics:Images/index_gr_254.gif]
rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.001` [Graphics:Images/index_gr_255.gif] 7114.463031028285` 14.05587457041668` 0.21991296983505787` [Graphics:Images/index_gr_256.gif] 5 13
0.0025` 0.005` [Graphics:Images/index_gr_257.gif] 4528.9658093812` 22.080096032710657` 0.22791296983505788` [Graphics:Images/index_gr_258.gif] 5 13
0.0025` 0.0075` 174166.27622016682` 3640.3883426185585` 27.46959680902321` 0.23291296983505788` 0.03864002292194479` 5 13
0.0025` 0.01` 123180.3989543967` 3016.022187601874` 33.15625475537795` 0.23791296983505786` 0.06159548911155737` 5 13
0.0025` 0.025` 87167.11183164587` 1352.3530300948523` 73.94518870045802` 0.26791296983505786` 0.08170770166010997` 5 13
0.0025` 0.03` 90459.32074759979` 1107.8394316563008` 90.26578865358923` 0.27791296983505787` 0.08442563363036919` 5 13
0.0025` 0.04` 102910.97318867438` 785.1705380712673` 127.36086639934952` 0.2979129698350579` 0.08880809990084432` 5 13
0.0025` 0.045` 111056.40382620809` 674.5006507905864` 148.2578258194257` 0.3079129698350579` 0.09071265010017365` 5 13
0.0025` 0.05` 120158.89344681107` 585.4707699430666` 170.80272002259724` 0.3179129698350579` 0.09250045550769846` 5 13
0.0025` 0.055` 130091.41306497944` 512.6712076567766` 195.05678982258763` 0.32791296983505785` 0.09420050664649834` 5 13
0.0025` 0.06` 140771.28784660096` 452.32233952285895` 221.08127603312053` 0.33791296983505786` 0.0958317276599478` 5 13
0.0025` 0.075` 176813.52798437414` 322.17570016956876` 310.38964126520915` 0.36791296983505783` 0.10042439467298042` 5 13
0.0025` 0.1` 248840.24705407963` 199.85568255532866` 500.3610541437356` 0.4179129698350579` 0.10741349440083148` 5 13
0.005` 0.001` [Graphics:Images/index_gr_259.gif] 6566.410363687091` 15.229020798488332` 0.22173012388055718` [Graphics:Images/index_gr_260.gif] 5 13
0.005` 0.005` [Graphics:Images/index_gr_261.gif] 4276.605653972164` 23.383030396342207` 0.2297301238805572` [Graphics:Images/index_gr_262.gif] 5 13
0.005` 0.0075` 176064.7118392633` 3465.4091853126674` 28.85662115279974` 0.2347301238805572` 0.03943619921331102` 5 13
0.005` 0.01` 123637.00692553668` 2887.6983743671985` 34.62965553731482` 0.23973012388055717` 0.06278905958818588` 5 13
0.005` 0.025` 85416.75555380312` 1316.0515804273143` 75.98486372968043` 0.26973012388055717` 0.0832384557756916` 5 13
0.005` 0.03` 88347.30643550702` 1080.9348518711874` 92.51251342936328` 0.2797301238805572` 0.0859950485462303` 5 13
0.005` 0.04` 100169.87095711354` 768.9401798493968` 130.04912816441177` 0.2997301238805572` 0.0904366285215308` 5 13
0.005` 0.045` 108019.18756405072` 661.4606414500296` 151.1805748272244` 0.3097301238805572` 0.09236606128512968` 5 13
0.005` 0.05` 116828.74741129781` 574.8147158886466` 173.96910210519403` 0.3197301238805572` 0.09417697471464845` 5 13
0.005` 0.055` 126467.96405934308` 503.8393799896676` 198.47595081204406` 0.32973012388055717` 0.0958988663647632` 5 13
0.005` 0.06` 136851.8639841061` 444.91434961033605` 224.76236176149823` 0.3397301238805572` 0.09755098253387444` 5 13
0.005` 0.075` 171976.90965847333` 317.5496585922838` 314.91137620272025` 0.36973012388055715` 0.10220249051971347` 5 13
0.005` 0.1` 242340.00403317573` 197.446313205813` 506.46678773770066` 0.4197301238805572` 0.10928196689336822` 5 13
0.01` 0.001` [Graphics:Images/index_gr_263.gif] 5600.4198221773495` 17.85580423881896` 0.22565071581976726` [Graphics:Images/index_gr_264.gif] 5 13
0.01` 0.005` [Graphics:Images/index_gr_265.gif] 3803.2380072379588` 26.29338469212013` 0.23365071581976726` [Graphics:Images/index_gr_266.gif] 5 13
0.01` 0.0075` 180444.1517127299` 3129.829688056273` 31.9506203106225` 0.23865071581976727` 0.040769222915385046` 5 13
0.01` 0.01` 124831.81614790657` 2637.671086482459` 37.91223269363651` 0.24365071581976724` 0.06517747301208557` 5 13
0.01` 0.025` 82129.30946033269` 1242.1973741044114` 80.50250474253107` 0.27365071581976724` 0.0863554723463098` 5 13
0.01` 0.03` 84337.15322307017` 1025.8376972871274` 97.4813074860228` 0.28365071581976725` 0.08919120864936388` 5 13
0.01` 0.04` 94905.46288597822` 735.4053696300388` 135.97942594613792` 0.30365071581976727` 0.093751982691275` 5 13
0.01` 0.045` 102164.61954327146` 634.4323303206613` 157.62122329020812` 0.3136507158197672` 0.09573105467349266` 5 13
0.01` 0.05` 110390.10286090357` 552.6699008310035` 180.93983379525176` 0.32365071581976723` 0.09758786005279006` 5 13
0.01` 0.055` 119444.08438885333` 485.4451451233236` 205.99649827499215` 0.33365071581976724` 0.09935298498268041` 5 13
0.01` 0.06` 129236.91603127564` 429.45649384639955` 232.85245754315284` 0.34365071581976725` 0.10104636570614452` 5 13
0.01` 0.075` 162526.87013178132` 307.8547487041116` 324.82851221539227` 0.3736507158197673` 0.10581375528477391` 5 13
0.01` 0.1` 229549.3516831471` 192.37293569301247` 519.8236417183933` 0.42365071581976727` 0.11307085738142718` 5 13
0.015` 0.001` [Graphics:Images/index_gr_267.gif] 4792.526494693145` 20.865821005002676` 0.22993238238119587` [Graphics:Images/index_gr_268.gif] 5 17
0.015` 0.005` [Graphics:Images/index_gr_269.gif] 3376.253850136207` 29.618625979786977` 0.23793238238119588` [Graphics:Images/index_gr_270.gif] 5 17
0.015` 0.0075` 185616.35101475142` 2818.498772656367` 35.479880626576424` 0.24293238238119585` 0.04172763728413552` 5 17
0.015` 0.01` 126395.33415064645` 2400.9085325286487` 41.65089950123154` 0.24793238238119586` 0.06756291696007309` 5 17
0.015` 0.025` 79131.26740846354` 1168.077644864704` 85.61074723040593` 0.2779323823811959` 0.08954279938405034` 5 17
0.015` 0.03` 80621.01311145436` 970.0339544839557` 103.08917490748935` 0.2879323823811959` 0.09246009934073812` 5 17
0.015` 0.04` 89948.28260101534` 701.010612253923` 142.65119279503523` 0.30793238238119586` 0.09714131518798959` 5 17
0.015` 0.045` 96624.31349885887` 606.5853404922756` 164.8572646329449` 0.31793238238119587` 0.09916983281774525` 5 17
0.015` 0.05` 104272.59313148152` 529.7684873186762` 188.76169948524364` 0.3279323823811959` 0.10107207036858849` 5 17
0.015` 0.055` 112747.89386432889` 466.36192490448536` 214.42573816565505` 0.3379323823811959` 0.10287980243469501` 5 17
0.015` 0.06` 121955.79825178205` 413.37581369903137` 241.91062148790246` 0.34793238238119584` 0.10461371633365098` 5 17
0.015` 0.075` 153426.10456738176` 297.7052160521543` 335.90274744289763` 0.37793238238119586` 0.10949449036013806` 5 17
0.015` 0.1` 217122.5388127035` 187.02460933937184` 534.6889928188095` 0.4279323823811959` 0.11692487468937901` 5 17
[Graphics:Images/index_gr_271.gif]
rBot Wall stress lbf sp thrust weight dia r max stress min # noz max # noz
0.0025` 0.001` [Graphics:Images/index_gr_272.gif] 7579.982639080545` 65.96321176543624` 0.3733855391858784` [Graphics:Images/index_gr_273.gif] 7 7
0.0025` 0.005` [Graphics:Images/index_gr_274.gif] 5642.127693611254` 88.61905067589393` 0.3813855391858784` [Graphics:Images/index_gr_275.gif] 7 7
0.0025` 0.0075` [Graphics:Images/index_gr_276.gif] 4835.386336478528` 103.40435390404312` 0.3863855391858784` [Graphics:Images/index_gr_277.gif] 7 7
0.0025` 0.01` [Graphics:Images/index_gr_278.gif] 4213.012501056159` 118.67992318433791` 0.39138553918587843` [Graphics:Images/index_gr_279.gif] 7 7
0.0025` 0.025` 96285.25189370869` 2261.8538047687757` 221.0576116572283` 0.4213855391858784` 0.12298978470691056` 7 7
0.0025` 0.03` 90264.45824778167` 1927.1337805040469` 259.4526675097896` 0.4313855391858784` 0.1289629389486942` 7 7
0.0025` 0.04` 87457.7065964834` 1457.666605448372` 343.0139636396502` 0.4513855391858784` 0.13692857186059634` 7 7
0.0025` 0.045` 88553.45253202274` 1287.6552715544703` 388.30268554439675` 0.46138553918587843` 0.1399478317337841` 7 7
0.0025` 0.05` 90671.59378530065` 1146.7580132077867` 436.01177776065197` 0.47138553918587844` 0.14261291145449162` 7 7
0.0025` 0.055` 93564.69885300462` 1028.378133461154` 486.2024811021395` 0.4813855391858784` 0.14502877026343225` 7 7
0.0025` 0.06` 97073.02950782614` 927.7538821788082` 538.9360363825824` 0.4913855391858784` 0.14726143023711366` 7 7
0.0025` 0.075` 110363.01974097473` 701.2561525775702` 713.0062219948825` 0.5213855391858784` 0.15323401482052704` 7 7
0.0025` 0.1` 139059.68524733573` 471.8334109594686` 1059.6960460753621` 0.5713855391858784` 0.1618268670078212` 7 7
0.005` 0.001` [Graphics:Images/index_gr_280.gif] 7213.809329780234` 69.31150757421427` 0.3751411075279382` [Graphics:Images/index_gr_281.gif] 7 7
0.005` 0.005` [Graphics:Images/index_gr_282.gif] 5424.306189443716` 92.17768734608936` 0.38314110752793823` [Graphics:Images/index_gr_283.gif] 7 7
0.005` 0.0075` [Graphics:Images/index_gr_284.gif] 4668.650675829628` 107.09732526971496` 0.38814110752793823` [Graphics:Images/index_gr_285.gif] 7 7
0.005` 0.01` [Graphics:Images/index_gr_286.gif] 4081.318201237738` 122.50943821247893` 0.39314110752793824` [Graphics:Images/index_gr_287.gif] 7 7
0.005` 0.025` 95885.56347725895` 2214.8121795773827` 225.75277696703262` 0.4231411075279382` 0.12436618996941069` 7 7
0.005` 0.03` 89628.26039371513` 1890.6875928328286` 264.45405464942377` 0.4331411075279382` 0.13039589977682625` 7 7
0.005` 0.04` 86484.51421641913` 1434.0852732072094` 348.6543020428575` 0.45314110752793824` 0.13843280241947958` 7 7
0.005` 0.045` 87445.80238773575` 1268.1479794584166` 394.2757533813471` 0.46314110752793824` 0.14147767790075272` 7 7
0.005` 0.05` 89441.65440569946` 1130.3869443007593` 442.3264108993164` 0.47314110752793825` 0.14416476606196568` 7 7
0.005` 0.055` 92220.55110259073` 1014.4714033010894` 492.86751541048915` 0.4831411075279382` 0.14660014255114698` 7 7
0.005` 0.06` 95620.10656503266` 915.8174924477537` 545.9603077285889` 0.4931411075279382` 0.14885052830226447` 7 7
0.005` 0.075` 108600.9999115231` 693.3262443515248` 721.161219661684` 0.5231411075279382` 0.15486945667192903` 7 7
0.005` 0.1` 136795.7701798054` 467.32802088318607` 1069.912304969577` 0.5731411075279382` 0.16352761313158845` 7 7
0.01` 0.001` [Graphics:Images/index_gr_288.gif] 6538.43141249846` 76.47094057517083` 0.37882500113348494` [Graphics:Images/index_gr_289.gif] 7 7
0.01` 0.005` [Graphics:Images/index_gr_290.gif] 5010.940870127673` 99.78166036256992` 0.38682500113348495` [Graphics:Images/index_gr_291.gif] 7 7
0.01` 0.0075` [Graphics:Images/index_gr_292.gif] 4348.387153835977` 114.98516169585305` 0.39182500113348495` [Graphics:Images/index_gr_293.gif] 7 7
0.01` 0.01` [Graphics:Images/index_gr_294.gif] 3825.9711609022206` 130.68577335593213` 0.39682500113348496` [Graphics:Images/index_gr_295.gif] 7 7
0.01` 0.025` 95164.54761186242` 2120.823790501637` 235.75744587518767` 0.4268250011334849` 0.1271433793904475` 7 7
0.01` 0.03` 88430.59148182123` 1817.48621262826` 275.1052506070744` 0.43682500113348494` 0.1332906784833631` 7 7
0.01` 0.04` 84610.03929911043` 1386.3696403981442` 360.65417579139125` 0.45682500113348495` 0.14147409804929423` 7 7
0.01` 0.045` 85301.92179921926` 1228.5683081157224` 406.9777778712681` 0.4668250011334849` 0.14457113979067107` 7 7
0.01` 0.05` 87052.97270866655` 1097.0948049751685` 455.7491273612558` 0.4768250011334849` 0.14730283450870613` 7 7
0.01` 0.055` 89603.3776309229` 986.1359830951122` 507.0294650750772` 0.4868250011334849` 0.14977760992547448` 7 7
0.01` 0.06` 92785.38203798348` 891.4562323992783` 560.8800318264564` 0.49682500113348493` 0.152063656269504` 7 7
0.01` 0.075` 105148.12749064056` 677.0796878402848` 738.4655144431748` 0.526825001133485` 0.1581753562075456` 7 7
0.01` 0.1` 132338.29040727983` 458.05930709405686` 1091.5617088363872` 0.576825001133485` 0.16696345953085334` 7 7
0.015` 0.001` [Graphics:Images/index_gr_296.gif] 5934.28150401806` 84.25619843976962` 0.38273207200326986` [Graphics:Images/index_gr_297.gif] 7 7
0.015` 0.005` [Graphics:Images/index_gr_298.gif] 4627.784262476521` 108.043065890982` 0.39073207200326987` [Graphics:Images/index_gr_299.gif] 7 7
0.015` 0.0075` [Graphics:Images/index_gr_300.gif] 4046.926525859313` 123.5505504745559` 0.3957320720032699` [Graphics:Images/index_gr_301.gif] 7 7
0.015` 0.01` [Graphics:Images/index_gr_302.gif] 3582.6868704138997` 139.56006150831607` 0.4007320720032699` [Graphics:Images/index_gr_303.gif] 7 7
0.015` 0.025` 94548.03620024657` 2027.6706574191217` 246.58836886085575` 0.43073207200326985` 0.12995178622198017` 7 7
0.015` 0.03` 87333.11531563055` 1744.423079991787` 286.6277141909601` 0.44073207200326986` 0.13622266708246186` 7 7
0.015` 0.04` 82833.01563127404` 1338.2627293393032` 373.6187140523961` 0.4607320720032699` 0.14455791406718668` 7 7
0.015` 0.045` 83255.33972930543` 1188.5155636684008` 420.6928502111746` 0.47073207200326983` 0.14770836609561805` 7 7
0.015` 0.05` 84761.79771147888` 1063.299498793907` 470.2343982736253` 0.48073207200326984` 0.15048544913563378` 7 7
0.015` 0.055` 87084.1239529289` 957.2958019249844` 522.3045990534713` 0.49073207200326985` 0.1530001026829361` 7 7
0.015` 0.06` 90049.10033812631` 866.6041540330062` 576.9646933644365` 0.5007320720032699` 0.1553220820722082` 7 7
0.015` 0.075` 101795.41223354678` 660.4175792483364` 757.0967456212815` 0.5307320720032699` 0.16152664428325167` 7 7
0.015` 0.1` 127982.9563081771` 448.4986680399192` 1114.830512619264` 0.5807320720032698` 0.17044377255767854` 7 7
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Converted by Mathematica      June 20, 2002