'Linspace 0' presentation slideshows

DREAM

DREAM. IDEA. PLAN. IMPLEMENTATION. Introduction to Matlab. Present to: Amirkabir University of Technology (Tehran Polytechnic) & Semnan University. Dr. Kourosh Kiani Email: kkiani2004@yahoo.com Email : Kourosh.kiani@aut.ac.ir Web: www.kouroshkiani.com. Training.

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??? MATLAB ?????

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Two d.o.f. Control design: dual loop

Two d.o.f. Control design: dual loop. C(s). G p (s). d. +. r. +. e. C 1 (s). G p (s). y. +. _. _. C 2 (s). Example from last time: Two different implementations:. sy. y. PI*PD +0.1s. _. _. -0.1. Standard. PD +0.1s. y. PI. _. _. -0.1. Alternative (more overshoot).

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Math.375 Interpolation

Math.375 Interpolation. Vageli Coutsias, Fall `05. function plot_temp() [L,K,T] = av_temp plot(L,T(:,1),'g',L,T(:,2),'r',L,T(:,3),'b',L,T(:,4),'k') title(' The temperature as a function of latitude ') xlabel(' Latitude (in degrees) ') ylabel(' Temperature ')

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??? MATLAB ????

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Plotting in MATLAB

Plotting in MATLAB . http://blog.naver.com/gajest. Contents. 1. Introduction. 2. 2 ?? ??? ??. 3. ??? ??? ?? ??? ??. 4. Exercises. Introduction. MATLAB ? ???? ???? ?? POLAR, SEMI-LOG, LOG-LOG ? ?? ?? ??? ??? ?? ??? ??? ??? ??? ?? ?? ??? ???? . Basic Two-Dimensional Plots.

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Plotting in MATLAB

Plotting in MATLAB. http://blog.naver.com/gajest. Contents. 1. Introduction. 2. 2 ?? ??? ??. 3. ??? ??? ?? ??? ??. 4. Exercises. Introduction. MATLAB ? ???? ???? ?? POLAR, SEMI-LOG, LOG-LOG ? ?? ?? ??? ??? ?? ??? ??? ??? ??? ?? ?? ??? ????. Basic Two-Dimensional Plots.

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L10. Using Arrays to Plot Continuous Functions

L10. Using Arrays to Plot Continuous Functions. Linspace Array Operations. Table ? Plot. x sin(x) 0.00 0.0 1.57 1.0 3.14 0.0 4.71 -1.0 6.28 0.0. Plot based on 5 points. Table ? Plot. x sin(x) 0.000 0.000 0.784 0.707 1.571 1.000

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South China University of Technology

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Data Analysis Examples

Data Analysis Examples. Anthony E. Butterfield CH EN 4903-1. #1: The Normal PDF.

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Bruce Mayer, PE Licensed Electrical & Mechanical Engineer BMayer@ChabotCollege

Engineering 43. MTE2 Review 2 nd Order Transient Ckt. Bruce Mayer, PE Licensed Electrical & Mechanical Engineer BMayer@ChabotCollege.edu. 33 ? F. 300 mH. t = 0. 125 mA. 110 ?. 8 V. 180 ?. The Problem. Find for the Circuit Below v C (t) i o (t). + v C (t) ?. i o (t).

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The Cardioid

The Cardioid. DESCRIPTION:.

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The Cardioid

The Cardioid. DESCRIPTION:.

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clc x=[0:0.5:10] %x= linspace (0,10,21) a=5; y= exp (-a).*sin(x)+10.* sqrt (x) plot( x,y )

clc x=[0:0.5:10] %x= linspace (0,10,21) a=5; y= exp (-a).*sin(x)+10.* sqrt (x) plot( x,y ) xlabel ('x'); ylabel ('y'); legend('Simple function'). x =pi/4; n=10; f=2:2:2*n; i =1:10; %(b) v=(-1).^i.*x.^f./factorial(f); approx=1+sum(v). x =pi/4; n=10; i =1:10 ; %(b)

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LEARNING APPLICATION

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