Predator-Prey with Satiationx' = -a*x + ((b*y)/(c + k*y))*x
y' = (d - e*y)*y - ((f*y)/(c+k*y))*x
a = .5; b = 1; c = .3;
d = 1; e = 1; f = 1; k = .3
RK1.0E-101.0E-71.0E-120.11.0E12true00120.0txy0.00.51.0Predator-Prey with Satiationx' = -a*x + ((b*y)/(c + k*y))*x
y' = (d - e*y)*y - ((f*y)/(c+k*y))*x
a = .5; b = 1; c = .3;
d = 1; e = 1; f = 1; k = .3
curve1RK1.0E-101.0E-71.0E-120.11.0E12true00120.0txy0.00.51.00.00.51.00.10.55988418636468060.9175396555383410.20.6223065862212060.83631460656301650.300000000000000040.68618189078740570.75591201839468480.40.75009318558074110.67636985086541260.50.81231033545299850.59815039123023750.60.87086259315485560.52209222475510340.70.92367769697072810.44931990221096580.79999999999999990.96878484350518870.381100229226147170.89999999999999991.0045543103535350.31865359179142830.99999999999999991.0299203271640640.26295402194566981.09999999999999991.04452237768145980.214569751508596861.21.04871802199398820.173591408467344171.31.04346479429899030.139664578187451261.40000000000000011.03011573802503480.112103787208504681.50000000000000021.01019527491937520.09004039462938351.60000000000000030.98521143278800370.07255854904368481.70000000000000040.9565313795387220.058792892950443181.80000000000000050.92531980138165460.0479831134110739741.90000000000000060.89252459881525010.039493708950256352.00000000000000040.85889123670258590.032811412095857382.10000000000000050.82499056091065020.027531152869165952.20000000000000060.79125017007775470.0233379964951265852.30000000000000070.75798396597106030.019989272576874652.4000000000000010.7254175742481450.017298847602471472.5000000000000010.69370909025663710.0151241502043995872.6000000000000010.66296546920133990.0133558750961815752.7000000000000010.63325521477553180.0119100064529910852.8000000000000010.60461807954288480.0107217283802853332.90000000000000120.57707242582078560.0097408155558859923.00000000000000130.55062078891436640.0089281593391455173.10000000000000140.52525407441424870.0082531532978485163.20000000000000150.50095472404101960.0076917242387097523.30000000000000160.47769910485352590.00722484624439065453.40000000000000170.455459314027165940.00683741574633837253.50000000000000180.43420454340403640.0065173967024505123.6000000000000020.41390211175593430.0062551683131456953.7000000000000020.394518245548742430.0060430251151684263.8000000000000020.37601866875854640.0058747921840855283.9000000000000020.35836904723274770.0057455276990480774.0000000000000020.34153532188554570.0056512921538967384.1000000000000010.32548395666765870.0055889686947760164.2000000000000010.310182121012139660.0055561229131652564.3000000000000010.29559782178258020.0055508932826408394.40.28169999623246940.0055719055598334984.50.26845857482739010.0056182060664693194.60.255844520766014550.005689209970061024.6999999999999990.243829851499938940.005784661588174344.7999999999999990.232387646376844610.0059046044303396454.8999999999999990.221492043627726680.0060493592178347134.9999999999999980.211118229221088250.0062195085254623595.0999999999999980.201242419565832780.0064158870012292425.19999999999999750.191841839623173640.0066395763618836855.2999999999999970.18289469765841460.0068919045512672115.3999999999999970.174380157604901580.00717444859683722455.49999999999999640.166278309808827520.0074890408168571665.5999999999999960.158570140762699150.0078377781236184445.6999999999999960.15123750230780510.0082230342418904115.7999999999999950.14426308068477450.0086474747204917145.8999999999999950.137630365730730340.009114074661316735.9999999999999950.131323620457316050.009626139126416756.0999999999999940.12532785119265350.0101873262112785626.1999999999999940.119628778429455840.0108016727922037266.2999999999999940.114212808489013680.011473622968183516.3999999999999930.109067006084983880.012208059223033976.4999999999999930.10417906785056210.0130103363316203856.59999999999999250.099537296876707470.0138863180242747386.6999999999999920.095130578296815610.014842416405217766.7999999999999920.090948355943974810.015885634092878086.89999999999999150.086980610100193640.0170236090111118046.9999999999999910.083217836352364450.0182646617088398427.0999999999999910.079651025566920790.0196178450196286867.199999999999990.07627164499391930.0210929957900587167.299999999999990.073071620511445990.0227007883039083427.399999999999990.070043320022677870.0244527889055603037.4999999999999890.067179538020522840.026361511177761427.5999999999999890.064473481338448340.028440470853000247.6999999999999890.0619187561108475660.030704239431401187.7999999999999880.0595093559720633460.033168495238466957.8999999999999880.057239651529987330.03585007038097317.9999999999999880.055104381157989060.0387669917473284368.0999999999999870.053098643157825330.041938513849424868.1999999999999870.051217889356164320.045385140917751288.2999999999999860.04945792020846520.049128635243983928.3999999999999860.047814881496216520.0531920083220911658.4999999999999860.046285262716989710.057599490880823938.5999999999999850.044865897281434260.06237647744280128.6999999999999850.043553964647248010.067549440609632788.7999999999999850.04234699453730380.073145809886922158.8999999999999840.041242873407490040.079193809563588328.9999999999999840.04023985334939240.085722249991104079.0999999999999840.039336563633642770.092760266622779939.1999999999999830.038532025121494250.100337001431738539.2999999999999830.0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