-
FrameletCode
matlab code a tester
- 2009-06-18 04:38:16下载
- 积分:1
-
DE405_2_Matlab_data
将DE405数据文件转换为Matlab的.mat文件的函数,方便Matlab的读取(DE405 data file is converted to the Matlab MAT file function to facilitate the Matlab reads)
- 2020-07-15 15:38:50下载
- 积分:1
-
dcmotor
DC MOTOR SIMULATION USING SIMULINK
- 2015-01-28 00:26:22下载
- 积分:1
-
equal-area-critirea
E=input( enter the generator voltage: )
V=input( enter the infinite bus voltage: )
Gx=input( enter the reactance of generator: )
L1x=input( enter the line reactance: )
L2x=input( enter the line reactance: )
L3x=input( enter the line reactance: )
L4x=input( enter the line reactance: )
Pi=input( enter the input power: )
X1=Gx+L1x+((L2x*L3x)/(L2x+L3x))+L4x
Pm1=E*V/X1
DO=asin(Pi/Pm1)
A=((L2x*L3x)/(2*(L2x+L3x)))
C=A
B=((L3x/2)^2)/(L2x+L3x)
X2=(Gx+L1x+A)+(L4x+A)+(Gx+L1x+A)*(A+L4x)/B
Pm2=(E*V)/X2
X3=Gx+L1x+L2x+L4x
Pm3=(E*V)/X3
DC=input( enter the fault clearing angle: )
Dm=(3.14-asin(Pi/Pm3))
a1=quad( sin ,DO,DC)
A1=(Pi*(DC-DO)-Pm2*a1)
a2=quad( sin ,DC,Dm)
A2=Pm3*a2-Pi*(Dm-DC)
if(A2>=A1)
disp( the system is stable )
else
disp( the system is unstable )
end
Dcc=acos((Pi*(Dm-DO)-Pm2*(cos(DO))+Pm3*(cos(Dm)))/(Pm3-Pm2))
disp( critical clearing angle: )
Dcc
- 2012-09-11 22:46:05下载
- 积分:1
-
Eucdist.m
KNN Classification Code
- 2011-12-09 01:13:24下载
- 积分:1
-
三种方法的弹道仿真
matlab/simulink 三种方法的弹道仿真(追踪法、比例导引法、平行接近法) (matlab/simulink Trajectory Simulation of three methods (tracing method, proportional navigation law, parallel close to the law))
- 2021-04-24 11:08:47下载
- 积分:1
-
sg
说明: Savitzky & Golay 微分
(Savitzky )
- 2007-10-30 21:49:30下载
- 积分:1
-
Old_2010_F
Matlab based Digital filtering Interface
- 2011-12-16 03:08:50下载
- 积分:1
-
BPDLX
说明: BP神经网络分类,用于分类语音片段。来源于matlab43个案列教程(BP Neural Network Classification)
- 2019-09-25 19:25:09下载
- 积分:1
-
hunankejidaxue
倒立摆控制系统虽然作为热门研究课题之一,但见于资料上的大多采用现代控制方法,本课题的目的就是要用经典的方法对单级倒立摆设计控制器进行探索。(Although the inverted pendulum control system as one of hot research topics, but in most of the information on the use of modern control methods, the purpose of this subject is to use the classic method of single-stage inverted pendulum controller design exploration.)
- 2009-05-11 00:49:04下载
- 积分:1