Metadata-Version: 2.4
Name: signalbuilder
Version: 0.1
Summary: Python library for creating piecewise linear signals
Author-email: Yoshika Govender <yoshi.govender@gmail.com>
Classifier: Programming Language :: Python :: 3
Classifier: Operating System :: OS Independent
Classifier: License :: OSI Approved :: MIT License
Requires-Python: >=3.8
Description-Content-Type: text/markdown
License-File: LICENSE.txt
Requires-Dist: numpy
Requires-Dist: scipy
Requires-Dist: matplotlib
Dynamic: license-file

 PySignalBuilder 
================

[![Build Status](https://travis-ci.org/JetpackYoshi/PySignalBuilder.svg?branch=master)](https://travis-ci.org/JetpackYoshi/PySignalBuilder/)

Overview
========
This [Python] package allows for the creation
and on-the-fly modification of piecewise linear systems.
It utilizes the open-source [Numpy] library and it is supported
on Linux, Windows, and OSX.

For automation, testing, and control, it is often necessary to pre-generate signals and
setpoints to make changes based on time. Whether it's actuator movement, voltage output, or
attribute control, it is often necessary to pre-script automation curves. While simple
time-dependent signals aren't too difficult to generate by programatically or by hand,
complex and compound signals can become exponentially difficult to work with on-the fly.
This library helps simplify that.

- Project Homepage: https://github.com/JetpackYoshi/PySignalBuilder

MIT license, (C) 2019-Present Yoshin Govender <yoshin.govender@gmail.com>


Documentation
=============
SignalBuilder works on the concept of piecewise signals, which consist of various functions
along with a domain in where it applies.

<a href="https://www.codecogs.com/eqnedit.php?latex=f(t)&space;=&space;\left\{\begin{matrix}&space;t&plus;3,&space;t<-2&space;&&space;\\&space;-sin(t),&space;-2\leq&space;t<3&space;&&space;\\&space;-2,&space;t\geq&space;3&&space;\end{matrix}\right." target="_blank"><img src="https://latex.codecogs.com/gif.latex?f(t)&space;=&space;\left\{\begin{matrix}&space;t&plus;3,&space;t<-2&space;&&space;\\&space;-sin(t),&space;-2\leq&space;t<3&space;&&space;\\&space;-2,&space;t\geq&space;3&&space;\end{matrix}\right." title="f(t) = \left\{\begin{matrix} t+3, t<-2 & \\ -sin(t), -2\leq t<3 & \\ -2, t\geq 3& \end{matrix}\right." /></a>

The SignalBuilder class allows a user to generate a function that incorporates these conditions,
which can be used to generate automation arrays at whatever frequency is desired.

Use
===

Import Signal Builder and create an instance of the SignalBuilder class.


```python
from SignalBuilder import SignalBuilder
S = SignalBuilder()
```

Set the start and end time of the signal. These values can be changed later if desired.

We'll also set a sample frequency, although this can be set later if desired.


```python
start_time = 0
end_time = 10
S.signalStart = start_time
S.signalEnd = end_time

freq = 50
S.sampleFrequency = freq
```

You can check the structure of the signal thus far using the **report** function


```python
S.report()
```

    Start Node:
        <SignalBuilder.builder.Node object at 0x10dc01c18>
        time: 0
    ----

    Piece:
        <SignalBuilder.builder.Piece object at 0x10dc93080>
        Type: constant
    ----

    End Node:
        <SignalBuilder.builder.Node object at 0x10dc01eb8>
        time: 10
    ----



By default, there are three objects present in out signal chain: two nodes and a piece.
The two nodes are start and end nodes whose order cannot be changed.
SignalBuilder creates pieces between every two nodes in a chain that represent functions which can be
modified at any time. The default function for a piece is a constant.

Let's use Matplotlib to visualize what's going on.


```python
import matplotlib as mpl
import matplotlib.pyplot as plt
import numpy as np
%matplotlib notebook

num_samples = (end_time - start_time) * freq
t = np.linspace(start_time, end_time, num=num_samples)

def show_signal():
    t, Y, nodes = S.genPiecew()
    plt.plot(t, Y, '-', color='k')
    for xc in nodes:
        plt.axvline(x=xc, linewidth=0.5, linestyle='--', color='m')
    plt.show()
```


```python
show_signal()
```


![png](documentation/img/output_8_0.png)


The vertical dotted line represents the location of the nodes present in the signal, which right now are the start and end nodes.

You can start adding in nodes using the **insertNode** method:
```python
insertNode(index, t=None):
```
Where index is the node location in reference to the other nodes, and t is the time value of the node.


```python
S.insertNode(1, 1.5)
S.insertNode(2, 3.5)
S.insertNode(3, 6)
S.insertNode(4, 8)
```

Looking at the report, our signal now looks like this:


```python
S.report()
```

    Start Node:
        <SignalBuilder.builder.Node object at 0x10dc01c18>
        time: 0
    ----

    Piece:
        <SignalBuilder.builder.Piece object at 0x10dc93080>
        Type: constant
    ----

    Node:
        <SignalBuilder.builder.Node object at 0x1c1ed80d68>
        time: 1.5
    ----

    Piece:
        <SignalBuilder.builder.Piece object at 0x1c1ed80e80>
        Type: constant
    ----

    Node:
        <SignalBuilder.builder.Node object at 0x1c1ed80438>
        time: 3.5
    ----

    Piece:
        <SignalBuilder.builder.Piece object at 0x1c1ed80e48>
        Type: constant
    ----

    Node:
        <SignalBuilder.builder.Node object at 0x1c1dcdeb00>
        time: 6
    ----

    Piece:
        <SignalBuilder.builder.Piece object at 0x1c1ed80470>
        Type: constant
    ----

    Node:
        <SignalBuilder.builder.Node object at 0x1c1ed80b00>
        time: 8
    ----

    Piece:
        <SignalBuilder.builder.Piece object at 0x1c1ed80ef0>
        Type: constant
    ----

    End Node:
        <SignalBuilder.builder.Node object at 0x10dc01eb8>
        time: 10
    ----




```python
show_signal()
```


![png](documentation/img/output_13_0.png)


We can now grab those pieces and modify each one as we wish.


```python
pieces = S.pieces
pieces[1].func.setValue(2)
pieces[2].fType = 'square'
pieces[2].func.setAmplitude(0.5)
pieces[2].func.setDutyCycle(0.7)
pieces[3].fType = 'sinusoid'
pieces[3].func.setAmplitude(0.25)
pieces[3].func.setVShift(1)
pieces[4].fType = 'ramp'
pieces[4].getFunc().setTimeRange([8, 10])
```


```python
show_signal()
```


![png](documentation/img/output_16_0.png)


To move a node, use the **setNodeTime** method
```python
setNodeTime(index, t)
```
Where *index* is the node index and *t* is the new time


```python
S.setNodeTime(1, 2)
show_signal()
```


![png](documentation/img/output_18_0.png)


You can also delete nodes using the **deleteNode** method.
```python
deleteNode(index, right=True)
```
The method will also automatically remove a piece and re-link the chain.


```python
S.deleteNode(4)
show_signal()
```


![png](documentation/img/output_20_0.png)


By default, the piece to the right of the piece is deleted.

This can be changed by setting the **right** flag to **False**


```python
S.deleteNode(4, False)
show_signal()
```


![png](documentation/img/output_22_0.png)


Examples
========
Examples and unit tests are in the directory [examples].


Installation
============
Navigate into directory
``cd PySignalBuilder``

Install using
``python setup.py install``

[//]: # 

   [examples]: https://github.com/JetpackYoshi/PySignalBuilder/blob/master/examples
   [Python]: http://python.org/
   [Numpy]: https://pypi.org/project/numpy/
