A playground for learning about A-frame
I got my first scatterplot. Let’s go for more of them. But now, I’m going to write my own code for that. If you are impatient about the result, click and see it live.
I start by learning to insert A-frame elements in the DOM. Useful documentation:
Getting entities by querying and traversing.
Use of .querySelector()
for locating elements in the DOM.
Adding a component with .setAttribute(). Use of .setAttribute()
for setting attributes of an element.
The simplest code I write, which inserts to spheres in a scene, is as follows:
function sphere(parent, x, y, z, radius, color){
var entity = document.createElement('a-sphere');
entity.setAttribute('position',
x.toString() + ' ' + y.toString() + ' ' + z.toString());
entity.setAttribute('radius', radius.toString());
entity.setAttribute('color', color);
parent.appendChild(entity);
};
function main() {
var sceneEl = document.querySelector('a-scene');
sphere(sceneEl, -2, 1.25, -5, 1.25, 'yellow');
sphere(sceneEl, 2, 1.25, -5, 1.25, 'green');
};
document.addEventListener('DOMContentLoaded', main);
The sphere
function just produces an A-frame sphere entity
(using createElement
),
sets its position, radius and color
(using setAttribute
to set its attributes),
and inserts it into the DOM, as a child of parent
.
The main code just gets the a-scene
element
(which is defined in index.html
, and should be unique),
and inserts two spheres in it.
Since I’m interested in producing a 3D scatterplot, I’m going to have to frame it into a box, which will define the dimensions of the plot. So, I’m going to explore how to produce a box element, and insert some spheres into it. The resulting code is as follows:
// Produce a box, insert it in parent element, return it
function box(parent, x, y, z, lenght_x, lenght_y, lenght_z, color){
var entity = document.createElement('a-box');
entity.setAttribute('position', {x: x, y: y, z: z});
entity.setAttribute('geometry', {
'width': lenght_x,
'height': lenght_y,
'depth': lenght_z
});
entity.setAttribute('material', {
'color': color,
'transparent': true,
'opacity': 0.1
});
parent.appendChild(entity);
return(entity);
};
// Produce a sphere, insert it in parent element, return it
function sphere(parent, x, y, z, radius, color){
var entity = document.createElement('a-sphere');
entity.setAttribute('position', {x: x, y: y, z: z});
entity.setAttribute('geometry', {'radius': radius});
entity.setAttribute('material', {'color': color});
parent.appendChild(entity);
return(entity);
};
function main() {
var sceneEl = document.querySelector('a-scene');
var boxEl = box(sceneEl, -2, 0, -5, 4, 3, 2, 'blue')
sphere(boxEl, -1, 0, 0, 1, 'yellow');
sphere(boxEl, 1, 0, 0, 1, 'green');
};
document.addEventListener('DOMContentLoaded', main);
The code is similar to the first exploration above,
but now I have separate functions for producing the framing box (box
)
and the spheres.
I’m also exploring other ways to set the attributes,
such as setting directly position
, geometry
and material
(instead of, for example,
joining all position coordinates into a string, as I did before).
Important notice: the coordinates of the spheres are now
relative to the box, since they are defined as their children.
See below two screenshots of the scene with the framing box and the two spheres.
Let’s do something more interesting.
I’m going to use spheres to represent points in a 3D scatterplot.
For that, I write an A-frame component, scatterplot
,
which will have the data for the plot
(an array of points, each with their coordinates, size, and color).
I will add this component to an a-box
element,
which will act as a framing box for the scatterplot.
Coordinates of the points in the scatterplot will be their own,
and they will be converted to fit in the framing box.
The complete code is in index.html
and main.js
in the plots-02
directory.
The result is as follows:
Some of the documentation I’ve used:
Now, the code. The main function is quite simple:
function main() {
create_components();
var scene = document.querySelector('a-scene');
var frame = document.createElement('a-box');
frame.setAttribute('position', {x: -3, y: 0, z: -8});
frame.setAttribute('geometry', {width: 10, height: 5, depth: 4});
frame.setAttribute('rotation', {x: 0, y: -30, z: 0},);
frame.setAttribute('material', {
'color': 'blue',
'transparent': true,
'opacity': 0.1
});
scene.appendChild(frame);
frame.setAttribute('scatterplot', 'points',
'[{"x": -3, "y": 0, "z": -4, "radius": 0.2, "color": "red"},' +
'{"x": -4, "y": 1, "z": -2, "radius": 0.1, "color": "yellow"},' +
'{"x": -6.7, "y": 2, "z": 0, "radius": 0.3, "color": "yellow"},' +
'{"x": -2.4, "y": 3, "z": 2, "radius": 0.5, "color": "yellow"},' +
'{"x": -1, "y": 4, "z": 4, "radius": 0.2, "color": "yellow"},' +
'{"x": 1, "y": 5, "z": 6, "radius": 0.3, "color": "green"}]');
};
The function create_components
creates the scatterplot
component,
and registers it with A-Frame.
Then, I get the element corresponding to a-scene
(which you can find in index.html
),
create the a-box
which will be used as frame for the scatterplot,
set its basic attributes,
and set scatterplot
as one of its attributes.
scatterplot
has, in its points
proprierty,
the description of the scatterplot to plot:
a list of all the points,
each of them in the format {x, y, z, radius, color}.
So, the magic is done by the scatterplot
component.
Its structure is as follows (code in create_components
):
AFRAME.registerComponent('scatterplot', {
schema: {
points: {
parse: JSON.parse,
stringify: JSON.stringify
}
},
init: function () {
...
},
chart_bounds: function() {
...
},
to_frame_coords: function(chart_coords) {
...
},
point: function (position, radius, color){
...
},
});
The schema
defines the attribute that the component will have.
In my case, it is a single attrribute: points
.
It is a string, in JSON format,
with the data for all the points in the scatterplot.
See the code in main
for an example of a description of the plot.
You can get some more detail about a JSON string in the
schema for a component in this
answer in StackOverflow.
Both JSON.parse (which parses the string and converts it into an object)
and JSON.stringify (which converts an object into a JSON string)
are already available, so no need to import more modules.
The init
function is standard for an A-frame component,
and will be called when the component is created.
It will insert into the framing box the spheres that will represent the
points in the plot,
locating them properly,
by computing their coordinates relative to the box.
The other functions are specific to implement what is needed in ‘init’:
chart_bounds
computes the bounds (maximum value, minimum value,
and size for each coordinate) for the chart,
in ‘chart coordinates’.to_frame_coords
converts chart coordinates
(those in which the points are specified)
to coordinates relative to the frame,
using properties computer by chart_bounds
.point
creates the sphere corresponding to a point,
and inserts it as a child of the framing box.Code for init
is below.
Computes some properties: chart_bounds
and chart_size
,
using the function chart_bounds
, and frame_size
.
All of them are conveniently stored as properties of this.data
,
which is visible also as this.el.components.scatterplot.data
.
Then, all the points are plotted as spheres,
using the point
function.
init: function () {
var geometry = this.el.components.geometry.data;
this.data.frame_size = {x: geometry.width,
y: geometry.height,
z: geometry.depth};
var bounds = this.chart_bounds();
this.data.chart_bounds = {max: bounds.max, min: bounds.min};
this.data.chart_size = bounds.size
for (const point of this.data.points) {
var position = this.to_frame_coords({x: point.x, y: point.y, z: point.z});
this.point(position, point.radius, point.color);
};
},
Code for chart_bounds
, below.
Just look for the minum and maximum value for each coordinate,
for all the points.
Computes the size (maximum minus minimum) of the chart too.
chart_bounds: function() {
var max = {x: 0, y: 0, z: 0};
var min = {x: 0, y: 0, z: 0};
for (const point of this.data.points) {
for (const coord in point) {
if (point[coord] > max[coord]) {
max[coord] = point[coord];
} else if (point[coord] < min[coord]) {
min[coord] = point[coord];
};
};
};
var size = {};
for (const coord in max) {
size[coord] = max[coord] - min[coord];
};
return {max: max, min: min, size: size};
},
Code for to_frame_coords
, below.
Scales from chart coordinates
(those used for the list of points)
to frame coordinates.
Frame coordinates are those used to specify the position
of spheres corresponding to points,
relative to the framing box.
uses the values produced by chart_bounds
,
which were stored in chart_bounds
and chart_size
proprerties of the component.
to_frame_coords: function(chart_coords) {
var frame_coords = {};
var chart_min = this.data.chart_bounds.min;
var chart_size = this.data.chart_size;
var frame_size = this.data.frame_size;
for (const coord in chart_coords) {
frame_coords[coord] =
(((chart_coords[coord] - chart_min[coord]) *
frame_size[coord]) /
chart_size[coord]) - frame_size[coord] / 2;
}
return frame_coords;
},
Code for point
is below.
Inserts a sphere, corresponding to a point in the plot,
in the appropriate position,
relative to the framing box.
Position is in framing box coordinates.
point: function (position, radius, color){
var sphere = document.createElement('a-sphere');
sphere.setAttribute('position', position);
sphere.setAttribute('geometry', {'radius': radius});
sphere.setAttribute('material', {'color': color});
this.el.appendChild(sphere);
return(sphere);
},