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[matlabguyoupinlvjisuan

Description:
Platform: | Size: 5120 | Author: 郑泽晔 | Hits:

[matlabRicatti-method

Description: 这是用于计算转子——轴承系统不平衡响应的程序,转子用集总参数法简化,轴承支撑为各项同性支撑-This is used to calculate the rotor- bearing system unbalance response procedure, the rotor with a simplified lumped parameter method, the bearing support for the homosexual support
Platform: | Size: 3072 | Author: 张娜娜 | Hits:

[matlabMie

Description: 均匀球形粒子的Mie理论散射光强计算程序: 1.RB1.m 计算第一类Ricatti-Bessel函数的函数 2.RB2.m 计算第二类Ricatti-Bessel函数的函数 3. Alegendr.m 计算角函数 和 的函数 4. MieCoeff.m 计算米尔系数的函数 5. Amp.m 计算散射光复振幅的函数 6. MieIntensity.m 画均匀粒子散射角-光强图 -Uniform spherical particle Mie theory scattering intensity calculation procedures: 1. RB1.m calculate the first class Ricatti-Bessel function of the function 2. RB2.m calculate the second category Ricatti-Bessel function of the function 3. Alegendr.m computing angle functions and function 4. MieCoeff.m Mill coefficient calculation function 5. Amp.m calculate the scattering amplitude recovery function 6. MieIntensity.m Painting uniform particle scattering angle- light intensity diagram
Platform: | Size: 2048 | Author: 穆歌 | Hits:

[matlabMieCoated

Description: 用Mie理论计算双层粒子的散射角——散射光强曲线 1.RB1.m 计算第一类Ricatti-Bessel函数的函数 2.RB2.m 计算第二类Ricatti-Bessel函数的函数 3. Alegendr.m 计算角函数 和 的函数 4. MieCoeff.m 计算包覆粒子米尔系数的函数 5. Amp.m 计算散射光复振幅的函数 6. MieIntensity.m 画包覆粒子散射角-光强图 -Mie theory calculations using double-particle scattering angle- scattering intensity curve 1. RB1.m calculate the first class Ricatti-Bessel function of the function 2. RB2.m calculate the second category Ricatti-Bessel function of the function 3. Alegendr.m computing angle functions and function 4. MieCoeff.m coated particles Mill coefficient calculation function 5. Amp.m calculate the scattering amplitude recovery function 6. MieIntensity.m painting coated particle scattering angle- light intensity diagram
Platform: | Size: 3072 | Author: 穆歌 | Hits:

[matlabDebye

Description: Debye级数展开模型,计算均匀球形粒子散射角——散射光强曲线: 1. RB1.m 计算第一类Ricatti-Bessel函数的函数 2.RB2.m 计算第二类Ricatti-Bessel函数的函数 3. Alegendr.m 计算角函数 和 的函数 4. MieCoeff.m 计算米尔系数的函数 5. Amp.m 计算散射光复振幅的函数 6. DebyeIntensity.m Debye级数展开模型画均匀球形粒子散射角-光强图 -Debye series expansion model to calculate the uniform spherical particles scattering angle- scattering intensity curve: 1. RB1.m calculated first class Ricatti-Bessel function of the function 2. RB2.m calculate the second category Ricatti-Bessel function of the function 3. Alegendr.m computing angle functions and function 4. MieCoeff.m Mill coefficient calculation function 5. Amp.m calculate the scattering amplitude recovery function 6. DebyeIntensity.m Debye series expansion model painted uniform spherical particles scattering angle- light intensity diagram
Platform: | Size: 3072 | Author: 穆歌 | Hits:

[matlabDebyeCoated

Description: Debye级数展开模型计算双层球形粒子散射角——散射光强曲线: 1. RB1.m 计算第一类Ricatti-Bessel函数的函数 2.RB2.m 计算第二类Ricatti-Bessel函数的函数 3. Alegendr.m 计算角函数 和 的函数 4. MieCoeff.m 计算米尔系数的函数 5. Amp.m 计算散射光复振幅的函数 6. DebyeIntensity.m Debye级数展开模型画包覆粒子散射角-光强图 -Debye series expansion model double spherical particle scattering angle- scattering intensity curve: 1. RB1.m calculated first class Ricatti-Bessel function of the function 2. RB2.m calculate the second category Ricatti-Bessel function of the function 3. Alegendr.m computing angle functions and function 4. MieCoeff.m Mill coefficient calculation function 5. Amp.m calculate the scattering amplitude recovery function 6. DebyeIntensity.m Debye series expansion model painted coated particle scattering angle- light intensity diagram
Platform: | Size: 3072 | Author: 穆歌 | Hits:

[matlabRicatti

Description: Ricatti Equations implemented in MATLAB
Platform: | Size: 703488 | Author: LALIT PATIL | Hits:

[matlabOpen-Loop

Description: 基于状态方程的kalman滤波程序,连续系统模型-kalman filter based on Ricatti equation
Platform: | Size: 21504 | Author: 陶松兵 | Hits:

[Other GamesMatrixSolver-master

Description: solution of ricatti matrix using c#
Platform: | Size: 10240 | Author: evan | Hits:

[matlabACT

Description: Ricatti Equation solution in MATLAB
Platform: | Size: 9216 | Author: DU1994 | Hits:

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