MATLAB中怎么求积分
symszxhs=9/4*(pi-2/3*z*tan(x)+(1+2*h)/3-1/6*(2/3*z*tan(x)-(1+2*h)/3)^3)+((2-z)*tan(x)...
syms z x h
s=9/4*(pi-2/3*z*tan(x)+(1+2*h)/3-1/6*(2/3*z*tan(x)-(1+2*h)/3)^3)+((2-z)*tan(x)+h-3/2)*sqrt(9/4-((2-z)*tan(x)+h-3/2)^2)
f=int(s,z,0,2*tan(x)+h) 展开
s=9/4*(pi-2/3*z*tan(x)+(1+2*h)/3-1/6*(2/3*z*tan(x)-(1+2*h)/3)^3)+((2-z)*tan(x)+h-3/2)*sqrt(9/4-((2-z)*tan(x)+h-3/2)^2)
f=int(s,z,0,2*tan(x)+h) 展开
1个回答
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int函数
Examples
syms x;
int(-2*x/(1 + x^2)^2)
The result is:
ans =
1/(x^2 + 1)
syms x z;
int(x/(1 + z^2), z)
The result is:
ans =
x*atan(z)
Integral the following expression from 0 to 1:
syms x;
int(x*log(1 + x), 0, 1)
The result is:
ans =
1/4
Integral the following expression from sin(t) to 1:
syms x t;
int(2*x, sin(t), 1)
The result is:
ans =
cos(t)^2
Find indefinite integrals for the expressions listed as the elements of a matrix:
syms x t z;
alpha = sym('alpha');
int([exp(t), exp(alpha*t)])
The result is:
ans =
[ exp(t), exp(alpha*t)/alpha]
Examples
syms x;
int(-2*x/(1 + x^2)^2)
The result is:
ans =
1/(x^2 + 1)
syms x z;
int(x/(1 + z^2), z)
The result is:
ans =
x*atan(z)
Integral the following expression from 0 to 1:
syms x;
int(x*log(1 + x), 0, 1)
The result is:
ans =
1/4
Integral the following expression from sin(t) to 1:
syms x t;
int(2*x, sin(t), 1)
The result is:
ans =
cos(t)^2
Find indefinite integrals for the expressions listed as the elements of a matrix:
syms x t z;
alpha = sym('alpha');
int([exp(t), exp(alpha*t)])
The result is:
ans =
[ exp(t), exp(alpha*t)/alpha]
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