% ECE 1250 S12 Lecture 4 Draw lines showing connecting the operator to the description: pp. 2-12 to 2-13 .* Addition (+) ^ Subtraction (-) / Multiplication (*) ' Division (/) \ Left division (\) + Power (^) * Complex conjugate transpose (') () Element-by-element multiply (.*) .' Element-by-element division (./) ./ Transpose (.') - Specify order of evaluation ( () ) %------------------------------------------------------------------------------- % Eye function. Matlab¨ Primer pp. 3-9 %------------------------------------------------------------------------------- Ident_mat = eye(3) % Create identity matrix. Ident_mat = 1 0 0 0 1 0 0 0 1 % Functions like eye, rand, ones, etc. allow for creation of a square matrix % when only one argument is used, or a specified number of rows and cols if % two arguments are used. eye(2,3) ans = 1 0 0 0 1 0 %------------------------------------------------------------------------------- % Functions with multiple return values, such as min and max p. 1-17 and size. %------------------------------------------------------------------------------- A = magic(3) A = 8 1 6 3 5 7 4 9 2 [max_val, index_of_max] = max(A) % finds max of cols max_val = 8 9 7 index_of_max = 1 3 2 % We choose the names of the returned variables such as max_val and index_of_max %------------------------------------------------------------------------------- % Size command p. 1-11, 2-29, length command p. 2-36. %------------------------------------------------------------------------------- B = [1, 2] B = 1 2 [n_rows, n_cols] = size(B) nrows = 1 ncols = 2 %------------------------------------------------------------------------------- % character strings pp. 1-15 to 1-16 %------------------------------------------------------------------------------- % We can create character variables. a = 'Hi' % Need an apostrophe inside the string? Use two apostrophes in a row. b = 'Let''s do this!' % How does Matlab know we are not done with the string % after the first ' ? Answer: it sees another ' . % If there is an odd number of ' you are in the string. n = num2str('15') % Convert a string into a number. n = 15 % We can concatenate strings. Strings are just arrays. long_str = ['There are ', num2str(n), ' students in the lab'] % Be careful t put spaces in the string. % A simple command for displaying strings: display('long_str') %------------------------------------------------------------------------------- % Advanced indexing. (See handout on website, pp 2 to end.) %------------------------------------------------------------------------------- %------------------------------------------------------------------------------- % Writing script files. %------------------------------------------------------------------------------- % Change directory to where script files are located so Matlab¨ can find them, % or use the Set Path command under the File menu to add the folder with % the script files to where Matlab¨ looks for commands. % Use .m extension on file name. Put in commands just as you would at the % >> prompt in the command window. Here's a simple example of a script file % we shall call my_magic.m A = magic(3) display('That''s a magic square!') % To execute the script file my_magic.m, for example, type the filename without % the .m >> my_magic A = 8 1 6 3 5 7 4 9 2 That's a magic square! % Be careful not to create files with the same name as a Matlab¨ command. % For example, say you create a file called plot.m. When you use the plot % command, Matlab¨ will execute the first plot.m file it finds in the % search path. If your plot.m was found first, you would no longer have % access to Matlab¨'s plot command. % How to get rid of your plot.m command once it gets into Matlab¨ (and gets % compiled and stored in memory so the file is no longer accessed directly)? % 1) Remove or rename your file. % 2) Use the clear command to clear the filename, e.g., >> clear plot % The next time you type "plot", Matlab¨ will go through the search path % again and find the correct file. % Now for some example script files. % Ex: Script file to flip the second half of a sound waveform. % Ex: Calculate and display 30 msec snippets of sound waveform, y. Shift by % 10 msec each time program runs. Note: sampling rate is 8000 samp/sec. % Corresponds to windows used for spectral analysis in speech recognition. % Also, find the "energy" in each 30 msec snippet by finding the average % value of the sum of squares of the samples. % Also, find the location and value of the max of the waveform. % Also, plot the snippet each time.