Selasa, 13 Januari 2015

Managing Workspace in Matlab: load-KURSUS MATLAB ONLINE Skripsi, Tesis, DISERTASI 081219449060



big =
   Inf
EDU» big2=2^realmax
big2 =
   Inf
16.9       Strings
• Not all real-world objects are best represented by numbers
- e.g., names, addresses, units of measurement
• A common type supported by most languages (including Matlab) is the String
- a collection of characters
• Indicated by the single-quote '
EDU» str1='My first string'
str1 =
My first string
EDU» findstr(str1,'first')
ans =
     4
EDU» strcmp(str1,'My')
ans =
     0
EDU» strncmp(str1,'My',2)
ans =
     1
EDU» str2='45.6'
str2 =
45.6
EDU» str2num(str2)
ans =
   45.6000
EDU» strcat(str1,str2)
ans =
My first string45.6
16.10     Managing Variables
• The variables created during a Matlab session are not persistent objects:
- they cease to exist when the session is over
- endure for the duration of the session
• Matlab provides the following commands for managing the workspace
16.10.1 clear
• delete a variable now
EDU» x=7.9
x =
    7.9000
EDU» clear x
EDU» x
??? Undefined function or variable 'x'.
• Useful if you wish to ensure that a variable starts with no value
- initialisation
16.11     Managing Workspace in Matlab: load
• Load in a variable that has previously been saved from Matlab or another source
EDU» linear=1:10
linear =
     1     2     3     4     5     6     7     8     9    10
EDU» save linear
EDU» clear linear
EDU» linear
??? Undefined function or variable 'linear'.

EDU» load linear
EDU» linear
linear =
     1     2     3     4     5     6     7     8     9    10
• Useful for large and/or important data
16.12     Managing Workspace: save
• Save a matlab variable to a file for usage in a later session
EDU» squares=linear.^2
squares =
 1     4     9    16    25    36    49    64    81 100
EDU» save mydata linear squares
EDU» clear linear squares
EDU» squares
??? Undefined function or variable 'squares'.
EDU» load mydata
EDU» squares
squares =
 1     4     9    16    25    36    49    64    81 100
16.13     Review
• Variables & identifiers
• Data types in Matlab
- implications
• Special Constants & Variables
- inf & nan
• Complex numbers
• Strings
• Managing variables
17           I/O IN MATLAB
• All programming languages possess instructions for obtaining input (generally from the user) and outputting results
- without input a program always computes the same result
- without output a program is effectively useless
• Matlab has an unusual mixture of I/o instructions
- a simple input and output statement useful in most cases
- a set of more complex functions heavily based on C’s fprintf & fscanf
• Today’s lecture looks at:
- the syntax of these statements
- how they can be used to increase the functionality of programs
References:        For Engineers (Ch. 1, 8)
                                                            User’s Guide (Ch. 3, 4)
                                                            Mastering (Ch. 3, 4, 5)
17.1       Basic Input
• Matlab has a simple, single statement known as input that serves to both:
 - prompt for an input and
- return what the user read.
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17.1.1    The Input Statement
• General syntax
<variable> = input(prompt-string);
e.g.,
height=input(‘Enter the initial drop height ‘);
meanWeight=80.0;          % Mean weight of a single
                                                                           % aicrew member in kgs
crewWeight = meanWeight * …
     floor(input(‘How many air-crew today? ‘));
• Function:
-              print the prompt-string on the screen (without a return character)
-              wait for the user to enter a value at the keyboard
-              place that value in the variable on the left-hand-side of the expression
17.2       Inputting Strings
• By default the input statement reads only numeric values
-              see below regarding expressions
-              must explicitly state we are reading a string
<variable>=input(prompt,string-read);
e.g.,
name=input(‘Please enter your name’,’s’);
17.3       Behaviour of Input Statement
• Consider the following example:
>> ex1=input('1st number...')
1st number...10
ex1 =
10
>> ex2=input('2nd input...')
2nd input...34 45
??? 34 45
       |
Unrecognized operand or partial expression.
2nd input...34
ex2 =
34
>> ex3=input('3rd input...')
3rd input...ex2*100 -ex1 + 7.6
ex3 =
3.3976e+03
• Will re-prompt until acceptable input received
• Will accept expressions in the Matlab language!
- shouldn’t seek to exploit this fact (but how to stop users?)
17.4       Micro: Amoeba Expansion
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% micro.m
% A colony of micro organisms grows at such a
% rate that its population doubles after a
% specified number of hours.The user supplies an
% initial population size, name for the species,
% and interval required to double in size and
% the script charts the progress for the first
% 48-hours.
% A modification of the amoeba script to
% illustrate the utility of the input statement.
Kami ada di Jakarta Selatan. KAMI MEMBERIKAN KURSUS MATLAB ONLINE - HUBUNGI MASTER ENGINEERING EXPERT (MEE) 081219449060.  Kami membuka kursus Matlab untuk pemula dan mahasiswa atau insinyur yang ingin memperdalam Matlab dan menerapkan dalam bidang teknikal, engineering, rekayasa, dsb. Format bimbingannya tugas-tugas yang bisa membantu Skripsi, Tesis, DISERTASI
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% Author: Spike
% Date:   15/2/1999
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
species = input('What is the organism''s name? ','s');
initialNum = input('Please enter the initial number of species...');
doublePeriod = input('Please enter the number of hours required for the population to double...');
interval = 0:48;                  % Two days
population = initialNum*2.0.^(interval/doublePeriod);
combined = [interval ; population];
disp(strcat(species,' Organism Population'));
disp('Hour            Population');
fprintf('%d\t%6.0f\n',combined);
plot(interval,population,'-+');
xlabel('Hours');
ylabel('Population');
17.5       Micro Run
>> micro
What is the organism's name? little-us nastius
Please enter the initial number of species...1e5
Please enter the number of hours required for the population to double...5.34
little-us nastius Organism Population
Hour      Population
0             100000
1  113860
18           1034446
19           1177824
20           1341075
45           34416732
46           39187024
47           44618498
48           50802794
17.6       Basic Output
• Matlab has a simple single statement called disp for displaying values
-              displays literals and values of variables
-              format controlled by a separate command
17.6.1    The disp Statement
• General forms:
disp(variable);                    OR
disp(expression);
e.g.,
>> disp(ex1);
    10
>> disp('Text such as for table headings');
Text such as for table headings
>> disp('The value of ex2=',ex2);
??? Error using ==> disp
Too many input arguments.

>> disp(strcat('10 times ex2 equals ',num2str(10*ex2)));
10 times ex2 equals340
• Displays only a single argument
• Argument can be an expression
17.7       The format command
• Matlab has a default behavior when outputting numeric values:
-              if value is a whole number then display as an integer
-              otherwise if there’s about 5 significant digits or less then display as a float
-              otherwise display it in scientific notation
• Matlab provides a number of different possible formats for showing numeric values
- specified with the format instruction
- applies for all disp (and variable name) output until the format is changed with another format instruction.

Command           Explanation
format short       5 digits, also the default format
Format long        16 digits
format short e    5 digits in exponential form
format long e     16 digits in exponential form
format short g    “better” of short or short e
format long g     “better” of long or long e
format hex          As a hexadecimal number
format  bank       To 2 decimal places (like currency)
format +              Sign of value only
format rat           As a  rational approximation
17.8       Format Examples
• format instructions should be used in conjunction with disp to ensure the output answers are in the most appropriate form.
Note: format does not change the actual value of the variable being displayed, it simply alters the display format.

e.g.,
>> format short; disp(pi);
    3.1416
>> format long; disp(pi);
   3.14159265358979
>> format short e; disp(pi);
   3.1416e+00
>> format long e; disp(pi);
     3.141592653589793e+00
>> format short g; disp(pi);
       3.1416
>> format long g; disp(pi);
          3.14159265358979
>> format hex; disp(pi);
   400921fb54442d18
>> format bank; disp(pi);
          3.14
>> format +; disp(pi);
+
>> format rat; disp(pi);
   355/113
17.9       more
• Matlab allows the user to force paginated output using the more command
- very useful for viewing long output from scripts or long help listings
more on
-              turn paging on. Will present output in “chunks” of a page at a time
-              <space-bar> to get another page
-              <return key> to get an additional line
more off
- turn paging off
more(n)
- set the page size to be n lines
17.10     Files in General
• disp and input are associated with the screen and keyboard, respectively
- output always to the screen, input always taken from the keyboard
• Ideally should also be able to read from and write to files:
- important or large input data sets
- permanent record of the results of the program
• Matlab provides this service through imitation of C’s fopen, fclose, fprintf, & fscanf instructions
17.10.1 Opening & Closing Files
fopen    Open a file for reading or writing and provide a descriptor (handle or pointer) for the file.
Kami ada di Jakarta Selatan. KAMI MEMBERIKAN KURSUS MATLAB ONLINE - HUBUNGI MASTER ENGINEERING EXPERT (MEE) 081219449060.  Kami membuka kursus Matlab untuk pemula dan mahasiswa atau insinyur yang ingin memperdalam Matlab dan menerapkan dalam bidang teknikal, engineering, rekayasa, dsb. Format bimbingannya tugas-tugas yang bisa membantu Skripsi, Tesis, DISERTASI
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file-descriptor=fopen(name,mode);
e.g.,
               infile=fopen(‘testdata.dat’,’rt’);
fclose    Close an opened file.

fclose(file-descriptor);
e.g.,
fclose(infile);
17.11     fprintf
• Output arguments to a file using the specified format
fprintf(file,format,values)
file – file descriptor returned by fopen
format – string specifying the format to use for individual arguments
values – comma separated list of variables or expressions to be output
• Values are matched with format specifications on a one-by-one basis
-              implicitly vectorised: will re-use the format specifications for additional values
• If no file descriptor supplied goes to screen
>> x=5.7; y=19.6; t='text';
>> fprintf('x=%d, y=%f, t=%s\n',x,y,z);
x=5.700000e+00, y=19.600000, t=a
>> fprintf('x=%d, y=%f, t=%s\n',x,y,t);
x=5.700000e+00, y=19.600000, t=text
>> fprintf('x=%5.2f or does x=%e or does x=%i\n',x,x,x);
x= 5.70 or does x=5.700000e+00 or does x=5.700000e+00
>> fprintf('x=%5.2f or does x=%e or does x=%5.0f\n',x,x,x);
x= 5.70 or does x=5.700000e+00 or does x=    6
>> fprintf('%e\t',x,y);
5.700000e+00    1.960000e+01    >> diary off
17.12     Controlling fprintf
• Advantages over disp
-              exact control over format of output
-              vectoring makes tables etc. easy without loops
combined = [interval ; population];
disp('Micro Organism Population');
disp('Hour            Population');
fprintf('%d\t%6.0f\n',combined);
• Some of the important format/control statements include:
Control Function
%d          Decimal notation
%c          Single character
%s          String
%e          Scientific notation
%f          Floating point notation
\t            Insert a tab
\n           Insert a newline
• Each format specification may have a number inserted between the % sign and the letter designator:
-              how much space to consume for output
-              for floats can specify both total number of characters and those that follow the decimal point
17.13     fscanf
• The input corollary of fprintf is fscanf
• General syntax:
<variable>=fscanf(file,format,size)
file – file descriptor
format – as for fprintf
size – optional. The number of elements to read. If no size then will consume the entire file.
• Values are matched with format on a one-to-one basis
• If no file descriptor is supplied it reads from standard input (the keyboard)
• Useful for “sucking in” large data sets, but often load will do the same thing simpler.
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e.g.,
response = fscanf(‘%s’,1);             % Simpler to use
                                                                                                         % input
% A file called temperatures.dat holding a
% number of temperature values. Open the file
% and suck the values (all of them) into a
% variable called temps and find their mean.
tempFile = fopen(‘temperatures.dat’,’rt’);
temps = fscanf(tempFile,’%f’);
fclose(tempFile);
fprintf(‘The mean temperature is %4.1f\n’,
                              mean(temps));
17.14     Projectile Example
A program to calculate the flight path of a projectile (e.g., mortar shell) using the standard equations of motion.

User will supply initial muzzle velocity and angle of barrel inclination, together with how many “snap-shots” of the shell’s flight are required.

Using the equations of motion and basic geometry we derive:

Where
               t              is time
               g is the acceleration due to gravity
               vi is the muzzle velocity
                is the muzzle angle (to the horizon)
               ttotal is the total shell flight time
               dx is the horizontal distance
               dy is the vertical distance
17.15     Projectile Code
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% projectile.m
%            A script to calculate the flight path of a
%            projectile (e.g., cannonball) using the
%            equations of motion, ignoring wind resistance,
%            and assuming it was fired on level ground.
%            User supplies: muzzle velocity, angle of barrel
%            inclination and the number of "frames" over
%            which a snapshot will be given.
Kami ada di Jakarta Selatan. KAMI MEMBERIKAN KURSUS MATLAB ONLINE - HUBUNGI MASTER ENGINEERING EXPERT (MEE) 081219449060.  Kami membuka kursus Matlab untuk pemula dan mahasiswa atau insinyur yang ingin memperdalam Matlab dan menerapkan dalam bidang teknikal, engineering, rekayasa, dsb. Format bimbingannya tugas-tugas yang bisa membantu Skripsi, Tesis, DISERTASI
Bimbingan dilakukan secara online bisa lewat WA atau email
Dijamin Bisa, atau bisa mengulang kembali. Kami juga dapat membantumembuatkan aplikasi atau program matlab/lainnya. Anda akan dilatih oleh Tim Profesional - HUBUNGI MASTER ENGINEERING EXPERT (MEE) 081219449060.   Email: kursusmatlab@gmail.com

%            This script is an example as part of the Matlab
%            lecture in CS1E covering I/O.
% Author: Spike
% Date: 16/2/1999
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
gravity = 9.81;                   % Acceleration due to
                                                                           % gravity.A constant.

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