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Справка Scilab >> Графики > 3d_plot > comet3d

# comet3d

3D comet animated plot.

### Syntax

```comet3d(z)
comet3d(x, y, z)
comet3d(x, y, fun)
comet3d(x, y, z, p)
comet3d(x, y, fun, p)
comet3d(...,"colors", c)```

### Parameters

x

a real vector or matrix. If omitted, it is assumed to be the vector `1:nz` where `nz` is the number of curve points given by the `z` parameter.

y

a real vector or matrix. If omitted, it is assumed to be the vector `1:nz` where `nz` is the number of curve points given by the `z` parameter.

z

a real vector of length `nz` or a matrix with `nz` rows.

p

a real scalar in the interval`[0 1[`. Default value is 0.1.

fun

a scilab function with syntax `z=fun(x,y)`.

c

a vector of `ny` color index.

### Description

If `(x,y,z)` are three vectors with the same number of elements, this function draws a 3D comet animated plot. The plot is made of three parts:

ahead mark that shows the current `(x(i),y(i),z(i))` position.

abody that shows the trailing curve that follows the head: the `(x(i-k:i),y(i-k:i),z(i-k:i))`) part of the curve.

atail that shows the `(x(1:i-k),y(1:i-k),z(1:i-k))` part of the curve.

if `z` is a matrix and `(x,y)` are vectors then animated curves are drawn for each triple `(x,y,z(:,l))`. in this case `nz` is the number of rows of `z`.

if `x,y,z` are matrices with the same dimensions then animated curves are drawn for each triple `(x(:,l),y(:,l),z(:,l))`.

`comet3d(x,y,fun,...)` computes the `z` vector as `z(i)=fun(x(i),y(i))`

`comet3d(...,p)` can be used to set the relative length of the body. `k` is defined as `k = round(p*nz)`.

### Examples

```t = linspace(-%pi,%pi,500);
clf
comet3d(sin(5*t), sin(t), t.^2)```
```t = linspace(-%pi,%pi,500)';
clf
comet3d(sin(5*t), sin(t), [t.^2,ones(t)])```
```t = linspace(-%pi,%pi,500)';
function z=traj(x, y),z=1.5*sin(x^2)*cos(y),endfunction
clf
comet3d(cos(t), sin(t), traj)```

• comet — двумерный график с анимированной кометой

### History

 Версия Описание 5.3.2 Function comet3d introduced

 Report an issue << 3d_plot 3d_plot contour >>

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