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Mei Cheng


Last seen: 8 mesi fa |  Attivo dal 2022

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Domanda


Ordinary differential equations with two unknows (ode45)
Hi, thank you very much for any help! I am trying to solve two equations by converting them into two ordinary differential equ...

8 mesi fa | 1 risposta | 0

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Domanda


fzero with two variables and an array of elements in a loop
Hi, thank you in advance. There are two variables x and y, as well as a changing parameter T_array. I am now using the fzero to...

circa un anno fa | 1 risposta | 0

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Domanda


fsolve with two variables in a loop
Hi, I thank you in advance. I try to solve two equation with two variables (x and y) with a changing parameters T, i try to us...

circa un anno fa | 1 risposta | 0

1

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Domanda


A system of nonlinear equations with three variables (part II)
Hi, I thank you for your kind help in advance! I am solving a system of nonlinear equations with two variable x, y, and a chan...

circa un anno fa | 0 risposte | 0

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Domanda


A system of nonlinear equations with three variables
Hi, I thank you for your kind help in advance! I am solving a system of nonlinear equations with two variable x, y, and a chan...

circa un anno fa | 2 risposte | 0

2

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Domanda


Nonlinear equations with two variables and a changing parameter
Hi, I thank you for your kind help in advance! I am solving a system of nonlinear equations with two variable x and t, and a c...

oltre un anno fa | 1 risposta | 0

1

risposta

Domanda


nonlinear equations system with a changing parameter
Hi, I thank you for your kind help in advance! I am solving the nonlinear equations with one variable (x) and a changing param...

oltre un anno fa | 1 risposta | 0

1

risposta

Domanda


Solve nonlinear equation with a changing parameter
Hi, I thank you for your kind help in advance! I am solving the nonlinear equation with a changing parameter (Va), I want to s...

oltre un anno fa | 1 risposta | 0

1

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Domanda


Plotting a system of nonlinear equations
Hello! there is a system of nonlinear equations as below, syms x y z T y=1/T+ln(x); z=(x+y)/(1-xy); exp(T)/x^2+z/x^3=1; I ...

oltre un anno fa | 1 risposta | 0

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