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06 Matlab Graphics

May 30, 2018

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Omed Ghareb
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    Matlab Graphics

    IntroductiontoMatlab 6

    Omed Ghareb AbdullahSulaimani UniversitySulaimani UniversityCollege of SciencesCollege of SciencesPhysics DepartmentPhysics Department

    1

    Problem(1)

    HalfwaverectifierDiode

    RVin

    =4sin(t) vout

    Volts Volts

    1 Cycle

    Time

    1 Cycle

    Time

    2

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    MATLABSolutionclear all ;clc

    t=[0:pi/ 100:4*pi];

    vi=4 sin t ;

    for i=1:max(size(t))

    if (vi(i )>.6)

    vo(i)=vi(i)-.6;

    else

    vo i =0;

    end

    end

    plot(t,vi,'r.-',t,vo,'b.:')

    3

    PlottingResults

    4

    -1

    0

    1

    2

    0 2 4 6 8 10 12 14-4

    -3

    -2

    4

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    MATLABSolutionclear all ;clc

    t=[0:pi/ 100:4*pi];

    vi=4 sin t ;

    for i=1:max(size(t))

    if (vi(i )>.6)

    vo(i)=vi(i)-.6;

    else

    vo = ;

    end

    end

    plot(t,vi,'r.-',t,vo,'b.:')

    gtext('input voltage');gtext('output voltage')5

    PlottingResults

    4

    -1

    0

    1

    2

    output voltage

    0 2 4 6 8 10 12 14-4

    -3

    -2

    input voltage

    6

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    Problem(2)Height and speed of a projectile launched with a speed

    of at an angle to the horizontal are given by:

    where is the acceleration due to gravity. The

    projectile will strike the ground when ,

    which gives the time to hit,

    Suppose that /, , . /

    7

    MATLABSolution

    % Projectile program

    vo=20;

    g=9.81;

    theta=40*pi/180;

    t_hit=2*vo*sin(theta)/g;

    t=[0:t_hit/100:t_hit];

    y=vo*t*sin(theta)-0.5*g*t.^2;

    ^ ^ ^- .plot(t,y,t,v)

    8

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    PlottingResults

    20

    8

    10

    12

    14

    16

    18

    0 0.5 1 1.5 2 2.5 30

    2

    4

    6

    9

    Problem(3)

    ProblemStatement:

    CalculatethevelocityandaccelerationusingascriptMfile

    an xamp e

    AlgorithmDevelopment(outline)

    Definetimematrix

    Calculatevelocityandacceleration

    VelocityStart Time = 0 sec

    Acceleration

    Final Time = 120 sec

    Time Increment = 10 sec

    Outputresults

    in

    table

    10

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    MATLABSolutionclear, clc

    %Define the time matrix

    time = 0:10:120

    %Calculate the velocity matrix

    velocity = 0.00001*time.^3 - 0.00488*time.^2 ...

    + 0.75795*time + 181.3566;

    %Use calculated velocities to find the acceleration

    acceleration = 3 - 6.2e-5*velocity.^2;

    %Present the results in a table

    [time', velocity', acceleration']

    11

    TableOutput

    12

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    PlottingResults

    %Create x-y plots

    plot(time,velocity,'or-')

    title('Velocity as a function of time')

    xlabel('time, seconds')

    ylabel('velocity, meters/sec')

    grid on

    %

    figure(2)

    lot time acceleration '>b:'

    title('Acceleration as a function of time')

    xlabel('time, seconds')

    ylabel('acceleration, meters/sec^2')

    grid on

    13

    PlottingResults

    14

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    PlottingResults

    15

    %Use plotyy to create a scale on each side of plot

    figure(3)

    PlottingResults

    plotyy(time, velocity,time,acceleration)

    title('Velocity and Acceleration as a function of time')

    xlabel('time, seconds')

    ylabel('velocity, meters/sec')

    grid on

    16

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    PlottingResults

    17

    TheFigure

    Structure

    Toolbar

    Menu Bar

    Line 1

    AxesLine 2

    18

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    The

    Toolbar

    Print figure to the printer or to file

    Save figure as a .fig file

    Open file (ei ther .fig or .m file)

    New figure (instead of using the instruction figure)

    19

    TheToolbar

    Enable plot editing: Whenactivated, it is possible tomark items on the figureand change their properties

    button.

    20

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    The

    Toolbar

    Add text: When activated, itis possible to graphically addtext on top of the figure. Thetext properties (font, size

    .the editing button.

    21

    TheToolbar

    Add arrow: Whenactivated, it is possible tographically add an arrowon top of the figure. The

    (direction, width, color,etc.) can be manipulatedby the editing button.

    22

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    The

    Toolbar

    Add line: Whenactivated, it is possibleto graphically add a lineon top of the figure. The

    (direction, width, color,

    etc.) can be manipulatedby the editing button.

    23

    TheToolbar

    Zoom in(instead ofzoom on/ of f)

    Zoom out

    Rotate 3D (instead ofrotate3d)

    24

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    AnExample

    Vector 1: x(0:0.2:10);

    Vector 2: sin(x);

    Vector 3: cos(x);

    You are asked to:

    Plot sin(x) vs. x and cos(x) vs. x in the same figure.

    Customize the figure so that it is suitable for presentation.

    25

    ASimpleMatlab Program

    x=[0:0.2:10];

    sinx=sin(x);

    cosx=cos(x);

    plot(x,sinx,x,cosx);

    ' 'ylabel('y');

    title(['sin and cos Functions']);

    26

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    Default

    Plot

    Given

    by

    Matlab1

    sin and cos Functions

    -0.2

    0

    0.2

    0.4

    0.6

    0.8

    y

    0 1 2 3 4 5 6 7 8 9 10-1

    -0.8

    -0.6

    -0.4

    x

    27

    WeWant

    Linesthicker

    Colorsmorecontrasting

    Keydata

    points

    visible

    Legendorlabelsclosetolines

    28

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    OpenthePropertyEditor

    29

    EditFigure

    Properties

    30

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    EditAxesProperties

    31

    EditLine

    Properties

    32

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    SoFar,ABetterLookingFigure

    0.8

    1

    sin and cos Functions

    -0.2

    0

    0.2

    0.4

    0.6

    y

    0 1 2 3 4 5 6 7 8 9 10-1

    -0.8

    -0.6

    -0.4

    x33

    InsertLegend

    34

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    EditLegendProperties

    35

    InsertYGrid

    Line

    -

    36

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    FinalVersion!

    1.5

    sin and cos Functions

    data1

    data2

    0

    0.5

    1

    y

    0 1 2 3 4 5 6 7 8 9 10-1.5

    -1

    -0.5

    x37