1 / 11

Displaying images on screen w/ PTB

Matlab Class 6 Xiaotao Su, Ph.D. Visual Psychophysicist & IT Group Leader & Hristiyan Kourtev Rutgers Center for Cognitive Science (RuCCS). Displaying images on screen w/ PTB. img = imread(‘winter.jpg’, ‘jpg’); You draw an image just like you would a rectangle:

afram
Download Presentation

Displaying images on screen w/ PTB

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Matlab Class 6Xiaotao Su, Ph.D. Visual Psychophysicist & IT Group Leader &Hristiyan Kourtev Rutgers Center for Cognitive Science (RuCCS)

  2. Displaying images on screen w/ PTB • img = imread(‘winter.jpg’, ‘jpg’); • You draw an image just like you would a rectangle: • Screen(window, ‘PutImage’, img, [0, 0, 200, 200]);

  3. Image info and structures • img_info = imfinfo(‘winter.jpg’) • img_info.Width will be the width of the image • screen(window, ‘PutImage’, img, [0, 0, img_info.Width, img_info.Height]);

  4. Making/Playing sounds w/ PTB • A sound is a 2 x N matrix where N is the number of bits that make up the sound file and the two channels are for left and right • [sound, samplerate, samplesize] = wavread(‘feedback.wav’); sound = sound’; Snd(‘Play’, sound, samplerate, samplesize); Tip: To make your own wav files I recommend using an application called audacity http://audacity.sourceforge.net/

  5. Getting Input from the Mouse • [mouse_x, mouse_y, buttons] = GetMouse(window_ptr); • Hide and show the windows cursor during a simulation:HideCursor, ShowCursor • If sum(buttons)>0, a button has been clicked

  6. Task 1 – Mousing Around • Draw a green circle of radius 30 pixels, whose location on the screen is controlled by the mouse • Change the color of the circle to red when a button is clicked and back to green when released Hints: You will need to use the following functions • Draw a circle:Screen(window, 'FillOval', dot_color, circle_rect); • The position of the cursor marks the center of the circle and the rectangle it is inscribed in.

  7. while(toc<5) • [mouse_x, mouse_y, buttons] = GetMouse; • if(sum(buttons)>0) • dot_color = red; • else • dot_color = green; • end • cursor = [ mouse_x-dot_r, mouse_y-dot_r, ... • mouse_x+dot_r, mouse_y+dot_r]; • Screen(window_ptr, 'FillOval', dot_color, cursor); • Screen('Flip', window_ptr); • end • clear Screen; • ShowCursor; • catch • clear Screen; • ShowCursor; • end % mousingAround.m clear all; try which_screen=0; bg_color = [0, 0, 0]; [window_ptr, screen_dimensions]= … Screen(which_screen, … 'OpenWindow', bg_color); dot_r = 20; %radius of cursor HideCursor; green = [0, 255, 0]; red = [255,0, 0]; tic;

  8. Direction/Velocity Vectors • A vector has both magnitude and direction • Direction = [x,y] • Magnitude = v = √(x2+y2) = sqrt(x^2 + y^2) % Pythagorean x v y x

  9. Detecting Collisions With Borders rect1 = [10, 10, 50, 50]; % [x1, y1, x2, y2] screen_dimensions = [0, 0, 1280, 1024]; • Collision w/ top border if: rect1(2) <= screen_dimensions(2) • Collision w/ left border if: rect1(1) <= screen_dimensions(1) • Collision w/ bottom border if: rect1(4) >= screen_dimensions(4) • Collision w/ right border if: rect1(3) >= screen_dimensions(2)

  10. Task 2 – Bouncing off the walls • Modify your existing program to add 2 blue squares that start off in a random direction at speed 5 and 7 pixels respectively and bounce off the walls Hints: • Will need to use the Pythagorean theorem to calculate the direction vectors making sure the magnitude is as specified • If a square bumps into the left or right walls, invert (multiply by -1) the x component of its velocity vector • If a square bumps into the top or bottom walls, invert (multiply by -1) the y component of its velocity vector

  11. Task 3 – Click, Click Modify your program to: • Add a circular cursor controlled by the mouse • Make the squares clickable. They should change color to purple when clicked. Hint: Purple = [255,0,255]; Hint: The cursor is inside the square if: if((mouse_x>shape_rect(1))&... (mouse_x<shape_rect(3))&... (mouse_y>shape_rect(2))&... (mouse_y<shape_rect(4))) shape_color = purple; end

More Related