I'm trying to code a canvas full of shapes(houses) and animate them in processing.
Here's an example of shape:
void house(int x, int y) {
pushMatrix();
translate(x, y);
fill(0, 200, 0);
triangle(15, 0, 0, 15, 30, 15);
rect(0, 15, 30, 30);
rect(12, 30, 10, 15);
popMatrix();
}
By animation I mean moving them in random directions.
I would also like to add basic interaction: when hovering over a house it's colour would change.
At the moment I've managed to render a canvas full of houses:
void setup() {
size(500, 500);
background(#74F5E9);
for (int i = 30; i < 500; i = i + 100) {
for (int j = 30; j < 500; j = j + 100) {
house(i, j);
}
}
}
void house(int x, int y) {
pushMatrix();
translate(x, y);
fill(0, 200, 0);
triangle(15, 0, 0, 15, 30, 15);
rect(0, 15, 30, 30);
rect(12, 30, 10, 15);
popMatrix();
}
Without seeing source code: your attempted sketch it's very hard to tell.
They can be animated in many ways and it's unclear what you mean. For example, is that the position/rotation/scale of each square, is it the corners/vertices of each square, both ?
You might have a clear idea in your mind, but the current form of the question is ambiguous. We also don't know you're comfort level with various notions such as classes/objects/PVector/PShape/etc. If you were to 'story board' this animation what would it look like ? Breaking the problem down and explaining it in a way that anyone can understand might actually help you figure out a solution on your own as well.
Processing has plenty of examples. Here are a few I find relevant based on what my understanding is of your problem.
You can have a look at the Objects and Create Shapes examples:
PShape
For reference I'm simply copy/pasting the examples mentioned above here as well:
Objects
/**
* Objects
* by hbarragan.
*
* Move the cursor across the image to change the speed and positions
* of the geometry. The class MRect defines a group of lines.
*/
MRect r1, r2, r3, r4;
void setup()
{
size(640, 360);
fill(255, 204);
noStroke();
r1 = new MRect(1, 134.0, 0.532, 0.1*height, 10.0, 60.0);
r2 = new MRect(2, 44.0, 0.166, 0.3*height, 5.0, 50.0);
r3 = new MRect(2, 58.0, 0.332, 0.4*height, 10.0, 35.0);
r4 = new MRect(1, 120.0, 0.0498, 0.9*height, 15.0, 60.0);
}
void draw()
{
background(0);
r1.display();
r2.display();
r3.display();
r4.display();
r1.move(mouseX-(width/2), mouseY+(height*0.1), 30);
r2.move((mouseX+(width*0.05))%width, mouseY+(height*0.025), 20);
r3.move(mouseX/4, mouseY-(height*0.025), 40);
r4.move(mouseX-(width/2), (height-mouseY), 50);
}
class MRect
{
int w; // single bar width
float xpos; // rect xposition
float h; // rect height
float ypos ; // rect yposition
float d; // single bar distance
float t; // number of bars
MRect(int iw, float ixp, float ih, float iyp, float id, float it) {
w = iw;
xpos = ixp;
h = ih;
ypos = iyp;
d = id;
t = it;
}
void move (float posX, float posY, float damping) {
float dif = ypos - posY;
if (abs(dif) > 1) {
ypos -= dif/damping;
}
dif = xpos - posX;
if (abs(dif) > 1) {
xpos -= dif/damping;
}
}
void display() {
for (int i=0; i<t; i++) {
rect(xpos+(i*(d+w)), ypos, w, height*h);
}
}
}
PolygonPShapeOOP3:
/**
* PolygonPShapeOOP.
*
* Wrapping a PShape inside a custom class
* and demonstrating how we can have a multiple objects each
* using the same PShape.
*/
// A list of objects
ArrayList<Polygon> polygons;
// Three possible shapes
PShape[] shapes = new PShape[3];
void setup() {
size(640, 360, P2D);
shapes[0] = createShape(ELLIPSE,0,0,100,100);
shapes[0].setFill(color(255, 127));
shapes[0].setStroke(false);
shapes[1] = createShape(RECT,0,0,100,100);
shapes[1].setFill(color(255, 127));
shapes[1].setStroke(false);
shapes[2] = createShape();
shapes[2].beginShape();
shapes[2].fill(0, 127);
shapes[2].noStroke();
shapes[2].vertex(0, -50);
shapes[2].vertex(14, -20);
shapes[2].vertex(47, -15);
shapes[2].vertex(23, 7);
shapes[2].vertex(29, 40);
shapes[2].vertex(0, 25);
shapes[2].vertex(-29, 40);
shapes[2].vertex(-23, 7);
shapes[2].vertex(-47, -15);
shapes[2].vertex(-14, -20);
shapes[2].endShape(CLOSE);
// Make an ArrayList
polygons = new ArrayList<Polygon>();
for (int i = 0; i < 25; i++) {
int selection = int(random(shapes.length)); // Pick a random index
Polygon p = new Polygon(shapes[selection]); // Use corresponding PShape to create Polygon
polygons.add(p);
}
}
void draw() {
background(102);
// Display and move them all
for (Polygon poly : polygons) {
poly.display();
poly.move();
}
}
// A class to describe a Polygon (with a PShape)
class Polygon {
// The PShape object
PShape s;
// The location where we will draw the shape
float x, y;
// Variable for simple motion
float speed;
Polygon(PShape s_) {
x = random(width);
y = random(-500, -100);
s = s_;
speed = random(2, 6);
}
// Simple motion
void move() {
y+=speed;
if (y > height+100) {
y = -100;
}
}
// Draw the object
void display() {
pushMatrix();
translate(x, y);
shape(s);
popMatrix();
}
}
WigglePShape:
/**
* WigglePShape.
*
* How to move the individual vertices of a PShape
*/
// A "Wiggler" object
Wiggler w;
void setup() {
size(640, 360, P2D);
w = new Wiggler();
}
void draw() {
background(255);
w.display();
w.wiggle();
}
// An object that wraps the PShape
class Wiggler {
// The PShape to be "wiggled"
PShape s;
// Its location
float x, y;
// For 2D Perlin noise
float yoff = 0;
// We are using an ArrayList to keep a duplicate copy
// of vertices original locations.
ArrayList<PVector> original;
Wiggler() {
x = width/2;
y = height/2;
// The "original" locations of the vertices make up a circle
original = new ArrayList<PVector>();
for (float a = 0; a < radians(370); a += 0.2) {
PVector v = PVector.fromAngle(a);
v.mult(100);
original.add(new PVector());
original.add(v);
}
// Now make the PShape with those vertices
s = createShape();
s.beginShape(TRIANGLE_STRIP);
s.fill(80, 139, 255);
s.noStroke();
for (PVector v : original) {
s.vertex(v.x, v.y);
}
s.endShape(CLOSE);
}
void wiggle() {
float xoff = 0;
// Apply an offset to each vertex
for (int i = 1; i < s.getVertexCount(); i++) {
// Calculate a new vertex location based on noise around "original" location
PVector pos = original.get(i);
float a = TWO_PI*noise(xoff,yoff);
PVector r = PVector.fromAngle(a);
r.mult(4);
r.add(pos);
// Set the location of each vertex to the new one
s.setVertex(i, r.x, r.y);
// increment perlin noise x value
xoff+= 0.5;
}
// Increment perlin noise y value
yoff += 0.02;
}
void display() {
pushMatrix();
translate(x, y);
shape(s);
popMatrix();
}
}
Update
Based on your comments here's an version of your sketch modified so the color of the hovered house changes:
// store house bounding box dimensions for mouse hover check
int houseWidth = 30;
// 30 px rect height + 15 px triangle height
int houseHeight = 45;
void setup() {
size(500, 500);
}
void draw(){
background(#74F5E9);
for (int i = 30; i < 500; i = i + 100) {
for (int j = 30; j < 500; j = j + 100) {
// check if the cursor is (roughly) over a house
// and render with a different color
if(overHouse(i, j)){
house(i, j, color(0, 0, 200));
}else{
house(i, j, color(0, 200, 0));
}
}
}
}
void house(int x, int y, color fillColor) {
pushMatrix();
translate(x, y);
fill(fillColor);
triangle(15, 0, 0, 15, 30, 15);
rect(0, 15, 30, 30);
rect(12, 30, 10, 15);
popMatrix();
}
// from Processing RollOver example
// https://processing.org/examples/rollover.html
boolean overRect(int x, int y, int width, int height) {
if (mouseX >= x && mouseX <= x+width &&
mouseY >= y && mouseY <= y+height) {
return true;
} else {
return false;
}
}
// check if the mouse is within the bounding box of a house
boolean overHouse(int x, int y){
// offset half the house width since the pivot is at the tip of the house
// the horizontal center
return overRect(x - (houseWidth / 2), y, houseWidth, houseHeight);
}
The code is commented, but here are the main takeaways:
house()
function has been changed so you can specify a coloroverRect()
function has been copied from the Rollover exampleoverHouse()
function uses overRect()
, but adds a horizontal offset to take into account the house is drawn from the middle top point (the house tip is the shape's pivot point)Regarding animation, Processing has tons of examples:
Let's start take sine motion as an example.
The sin()
function takes an angle (in radians by default) and returns a value between -1.0 and 1.0
Since you're already calculating positions for each house within a 2D grid, you can offset each position using sin()
to animate it. The nice thing about it is cyclical: no matter what angle you provide you always get values between -1.0 and 1.0. This would save you the trouble of needing to store the current x, y positions of each house in arrays so you can increment them in a different directions.
Here's a modified version of the above sketch that uses sin()
to animate:
// store house bounding box dimensions for mouse hover check
int houseWidth = 30;
// 30 px rect height + 15 px triangle height
int houseHeight = 45;
void setup() {
size(500, 500);
}
void draw(){
background(#74F5E9);
for (int i = 30; i < 500; i = i + 100) {
for (int j = 30; j < 500; j = j + 100) {
// how fast should each module move around a circle (angle increment)
// try changing i with j, adding i + j or trying other mathematical expressions
// also try changing 0.05 to other values
float phase = (i + frameCount) * 0.05;
// try changing amplitude to other values
float amplitude = 30.0;
// map the sin() result from it's range to a pixel range (-30px to 30px for example)
float xOffset = map(sin(phase), -1.0, 1.0, -amplitude, amplitude);
// offset each original grid horizontal position (i) by the mapped sin() result
float x = i + xOffset;
// check if the cursor is (roughly) over a house
// and render with a different color
if(overHouse(i, j)){
house(x, j, color(0, 0, 200));
}else{
house(x, j, color(0, 200, 0));
}
}
}
}
void house(float x, float y, color fillColor) {
pushMatrix();
translate(x, y);
fill(fillColor);
triangle(15, 0, 0, 15, 30, 15);
rect(0, 15, 30, 30);
rect(12, 30, 10, 15);
popMatrix();
}
// from Processing RollOver example
// https://processing.org/examples/rollover.html
boolean overRect(int x, int y, int width, int height) {
if (mouseX >= x && mouseX <= x+width &&
mouseY >= y && mouseY <= y+height) {
return true;
} else {
return false;
}
}
// check if the mouse is within the bounding box of a house
boolean overHouse(int x, int y){
// offset half the house width since the pivot is at the tip of the house
// the horizontal center
return overRect(x - (houseWidth / 2), y, houseWidth, houseHeight);
}
Read through the comments and try to tweak the code to get a better understanding of how it works and have fun coming up with different animations.
The main changes are:
house()
function to use float x,y positions (instead of int): this is to avoid converting float
to int
when using sin()
, map()
and get smoother motions (instead of motion that "snaps" to whole pixels)Wrapping the 3 instructions that calculate the x offset into a reusable function would allow you do further experiment. What if you used a similar technique the y position of each house ? What about both x and y ?
Go through the code step by step. Try to understand it, change it, break it, fix it and make new sketches reusing code.