登录
首页 » matlab » matlabRPM

matlabRPM

于 2021-03-31 发布
0 268
下载积分: 1 下载次数: 0

代码说明:

说明:  利用matlab伪谱法实现火箭发射最优控制(Optimal control of rocket launching based on MATLAB pseudospectral method)

文件列表:

gpops2, 0 , 2020-08-22
gpops2\examples, 0 , 2020-08-22
gpops2\examples\launch, 0 , 2020-08-22
gpops2\examples\launch\launchContinuous.m, 5274 , 2012-12-27
gpops2\examples\launch\launchEndpoint.m, 1877 , 2012-12-27
gpops2\examples\launch\launchEvents.m, 1605 , 2012-12-27
gpops2\examples\launch\launchMain.m, 12161 , 2013-01-04
gpops2\examples\launch\launchoe2rv.m, 929 , 2012-12-27
gpops2\examples\launch\launchPlot.m, 2714 , 2013-01-04
gpops2\examples\launch\launchrv2oe.m, 980 , 2012-12-27
gpops2\gpopsMatlabPathSetup.m, 1967 , 2013-01-04
gpops2\lib, 0 , 2020-08-22
gpops2\lib\gpopsCommon, 0 , 2020-08-22
gpops2\lib\gpopsCommon\gpops2.m, 1558 , 2020-08-15
gpops2\lib\gpopsCommon\gpopsContHesMap.m, 7497 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsDefaults.m, 13604 , 2020-08-15
gpops2\lib\gpopsCommon\gpopsDependencies.m, 1651 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsDependFull.m, 8894 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsDependSecondFromFirst.m, 8099 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsDependSparse.m, 1826 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsDependSparseNaN.m, 1546 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsEndpVariables.m, 1319 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsEvalCont.m, 1552 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsEvalContEndp.m, 2546 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsEvalEndp.m, 1627 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsEvalNaN.m, 9752 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsEvalUserFun.m, 2615 , 2013-01-03
gpops2\lib\gpopsCommon\gpopsInputFromGuess.m, 2369 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsInputFromInterpGuess.m, 2700 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsInputFromInterpSolution.m, 2720 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsInputFromSolution.m, 2385 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsInterpResult.m, 3868 , 2013-01-03
gpops2\lib\gpopsCommon\gpopsLagrangeCurvature.m, 826 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsLagrangeInterp.m, 736 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsMeshShell.m, 1415 , 2020-04-16
gpops2\lib\gpopsCommon\gpopsProblemInfo.m, 6983 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsRandom.m, 6969 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsRandomGrd.m, 7314 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsRandomHes.m, 7318 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsRemoveZeros1.m, 9317 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsRemoveZeros2.m, 8514 , 2012-12-27
gpops2\lib\gpopsCommon\gpopsScalesFromBounds.m, 11311 , 2012-12-27
gpops2\lib\gpopsFiniteDifference, 0 , 2020-08-22
gpops2\lib\gpopsFiniteDifference\gpopsContFirstBD.m, 5647 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsContFirstCD.m, 6122 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsContFirstFD.m, 5646 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsContSecondBD.m, 8734 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsContSecondCD.m, 10635 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsContSecondFD.m, 8733 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEndpFirstBD.m, 4134 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEndpFirstCD.m, 4763 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEndpFirstFD.m, 4133 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEndpSecondBD.m, 7723 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEndpSecondCD.m, 10355 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEndpSecondFD.m, 7722 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEventFirstBD.m, 3650 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEventFirstCD.m, 4273 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsEventFirstFD.m, 3649 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsObjFirstBD.m, 3145 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsObjFirstCD.m, 3768 , 2012-12-27
gpops2\lib\gpopsFiniteDifference\gpopsObjFirstFD.m, 3144 , 2012-12-27
gpops2\lib\gpopsMeshHP, 0 , 2020-08-22
gpops2\lib\gpopsMeshHP\gpopsMeshAnalysisHP.m, 10734 , 2013-01-03
gpops2\lib\gpopsMeshHP\gpopsMeshHP.m, 2931 , 2013-01-03
gpops2\lib\gpopsMeshHP\gpopsMeshModifySegmentHP.m, 1585 , 2012-12-28
gpops2\lib\gpopsMeshHP1, 0 , 2020-08-22
gpops2\lib\gpopsMeshHP1\gpopsMeshAnalysisHP1.m, 10259 , 2020-08-15
gpops2\lib\gpopsMeshHP1\gpopsMeshHP1.m, 2948 , 2020-08-15
gpops2\lib\gpopsMeshHP1\gpopsMeshModifySegmentHP1.m, 1177 , 2012-12-28
gpops2\lib\gpopsRPMDifferentiation, 0 , 2020-08-22
gpops2\lib\gpopsRPMDifferentiation\gpopsBoundsRPMD.m, 9725 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsConRPMD.m, 2794 , 2012-12-28
gpops2\lib\gpopsRPMDifferentiation\gpopsContEndpInputRPMD.m, 3107 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsContInputRPMD.m, 2238 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsEndpInputRPMD.m, 1572 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsGrdJacnzRPMD.m, 13258 , 2012-12-28
gpops2\lib\gpopsRPMDifferentiation\gpopsGrdJacPatRPMD.m, 15458 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsGrdnzRPMD.m, 695 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsGrdPatRPMD.m, 581 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsGuessRPMD.m, 2905 , 2019-12-19
gpops2\lib\gpopsRPMDifferentiation\gpopsHesnzRPMD.m, 12238 , 2012-12-28
gpops2\lib\gpopsRPMDifferentiation\gpopsHesPatRPMD.m, 7631 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD, 0 , 2020-08-22
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptConRPMD.m, 184 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptConScaledRPMD.m, 357 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptGrdJacSparsityRPMD.m, 670 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptGrdRPMD.m, 202 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptGrdScaledRPMD.m, 311 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptHandlerRPMD.m, 5328 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptHesPatRPMD.m, 236 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptHesRPMD.m, 284 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptHesScaledRPMD.m, 439 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptHesSparsityRPMD.m, 160 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptJacPatRPMD.m, 276 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptJacRPMD.m, 288 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptJacScaledRPMD.m, 394 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptObjRPMD.m, 116 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsIpoptRPMD\gpopsIpoptObjScaledRPMD.m, 221 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsJacLinearRPMD.m, 3315 , 2012-12-27
gpops2\lib\gpopsRPMDifferentiation\gpopsJacNonlinPatRPMD.m, 14932 , 2012-12-27

下载说明:请别用迅雷下载,失败请重下,重下不扣分!

发表评论

0 个回复

  • search
    这是一个数组练习,程序的作用是查询一个一维数组(数值型数组)中每一个元素出现的次数,且元素出现的顺序不能改变(This is an array of exercises, the program' s role is to query a one-dimensional array (numeric array) in the number of occurrences of each element, and the element can not be changed in order of appearance)
    2013-07-26 09:37:09下载
    积分:1
  • Gaussianeliminationmethod
    用C语言来求解n维线性方程组的解,即高斯消元法求解线性方程组(Gaussian elimination method with n-dimensional linear equations)
    2010-07-14 21:27:06下载
    积分:1
  • UGKS-1D
    适合于稀薄流动计算的气体动力学格式源码,该源码为xukun老是JCP论文中的算例一致(UGKS1D- shock structure calculation using Unified Gas-Kinetic Scheme)
    2020-11-13 10:19:43下载
    积分:1
  • photonic_crystal_method_of_characteristic_matrix_1
    用matlab所编的关于用传输矩阵法计算光子晶体的反射率,文件中将程序写在word文档中,并附带有在matlab下画的图,感觉很有用(using Matlab as in the use of the transfer matrix method photonic crystal reflectivity, Lieutenant General procedures documents written in word document, together with the painting under Matlab plans, feeling useful)
    2006-11-15 22:19:54下载
    积分:1
  • graphAnalysis
    该文件是用matlab开发的图论分析工具箱, 里面有使用时的详细说明,pdf说明文档。 绝对实用对于图论的研究者(The document was developed with matlab graph theory analysis toolbox, which are used when a detailed explanation, pdf documentation. Absolutely useful for researchers in graph theory)
    2008-12-31 13:20:25下载
    积分:1
  • 2_Brusselator_Heun_period_boundary
    经典非线性动力学模型,布鲁塞尔子模型,可直接运行,运算效率高。(nonlinear dynamics Brusselator model)
    2014-01-18 22:16:57下载
    积分:1
  • 自定义k-e方程
    实现用fluent udf自定义k~e方程(Define the k~e equation by using fluent udf function.)
    2021-01-15 02:38:45下载
    积分:1
  • APdL-ANSYS
    说明:  APdL参数化有限元分析技术及其应用实例(APdL parameterized finite element analysis techniques and its application)
    2011-04-14 09:37:44下载
    积分:1
  • sod ausm
    sod problem solved by ausm format
    2018-11-12 23:13:50下载
    积分:1
  • Spline3
    三次样条插值函数实现 运行后画出曲线图,并得到插值函数表达式。(spline3)
    2020-12-02 20:39:26下载
    积分:1
  • 696516资源总数
  • 106914会员总数
  • 0今日下载