```python
%matplotlib inline
```

# 592B, Class 4.1 (02/12). Fourier series, aliasing, Sampling theorem

```python
import numpy as np
import matplotlib.pyplot as plt
import scipy.io.wavfile as wavfile
import scipy.signal as signal

from ipywidgets import interactive
from IPython.display import Audio, display
```

## Review questions

### Define a square wave function

Define a square wave function $f(t)$ with a period of $T=0.5s$, with a range of [0,2], with a value of 0 at $x=0$.

(1a) Do this using [`scipy.signal.square`](https://docs.scipy.org/doc/scipy-0.14.0/reference/generated/scipy.signal.square.html).

To help understand `scipy.signal.square`, first let's look at the examples from `help` for `scipy.signal.square` and try out the first one--just copy and paste the code in.

```python
help(signal.square)
```

    Help on function square in module scipy.signal.waveforms:

    square(t, duty=0.5)
        Return a periodic square-wave waveform.

        The square wave has a period ``2*pi``, has value +1 from 0 to
        ``2*pi*duty`` and -1 from ``2*pi*duty`` to ``2*pi``. `duty` must be in
        the interval [0,1].

        Note that this is not band-limited.  It produces an infinite number
        of harmonics, which are aliased back and forth across the frequency
        spectrum.

        Parameters
        ----------
        t : array_like
            The input time array.
        duty : array_like, optional
            Duty cycle.  Default is 0.5 (50% duty cycle).
            If an array, causes wave shape to change over time, and must be the
            same length as t.

        Returns
        -------
        y : ndarray
            Output array containing the square waveform.

        Examples
        --------
        A 5 Hz waveform sampled at 500 Hz for 1 second:

        >>> from scipy import signal
        >>> import matplotlib.pyplot as plt
        >>> t = np.linspace(0, 1, 500, endpoint=False)
        >>> plt.plot(t, signal.square(2 * np.pi * 5 * t))
        >>> plt.ylim(-2, 2)

        A pulse-width modulated sine wave:

        >>> plt.figure()
        >>> sig = np.sin(2 * np.pi * t)
        >>> pwm = signal.square(2 * np.pi * 30 * t, duty=(sig + 1)/2)
        >>> plt.subplot(2, 1, 1)
        >>> plt.plot(t, sig)
        >>> plt.subplot(2, 1, 2)
        >>> plt.plot(t, pwm)
        >>> plt.ylim(-1.5, 1.5)

Here's the first example:

> A 5 Hz waveform sampled at 500 Hz for 1 second:

```python
from scipy import signal
import matplotlib.pyplot as plt
t = np.linspace(0, 1, 500, endpoint=False)
plt.plot(t, signal.square(2 * np.pi * 5 * t))
plt.ylim(-2, 2)
```

Let's try it:

```python
t = np.linspace(0, 1, 500, endpoint=False)
plt.plot(t, signal.square(2 * np.pi * 5 * t))
plt.ylim(-2, 2)
```

Note that this function `signal.square(2 * np.pi * 5 * t)` has an f0 of 5Hz, a period of 1/5 s, and a range of [-1,1].

(1b) Define the same function using a conditional `if`...`else` structure, and Python's [*modulus* operator](https://docs.python.org/2/reference/expressions.html#binary-arithmetic-operations), `%`.

Here's an example to get you started, for `scipy.signal.square` with a range of [-1,1], $T=2$, and $f(0)=1$. First let's plot what this looks like.

```python
t = np.linspace(0, 5, 500)
plt.plot(t, signal.square(2*np.pi*0.5*t))
plt.axhline(y=0, color='r', linestyle='-') # Show x-axis
```

To define this "by hand", I need to say something like:
> From 0 to $\pi$, $f(t)=1$. From $\pi$ to $2\pi$, $f(t) = -1$. And so on, for a period of $T=2\pi$.

In other words,
- if $t/2$ has a remainder < 1, then $f(t)=1$.
- Otherwise, $f(t)=-1$.

We can implement this as follows:

```python
def my_square(x): # define your own square function!
    if (x % 2 < 1): # if x/2 has a remainder < 1
        y = 1 # then return y=1
    else:
        y = -1 # else, return y=-1
    return(y)

# Spot checks, compare to what we expect
print(my_square(2))
print(my_square(2.5))
print(my_square(3))
print(my_square(3.5))
print(my_square(4))

# Now let's try using a list comprehension over a vector of t-values
ts = np.linspace(0, 5, 500)
plt.plot(t, [my_square(t) for t in ts])
plt.axhline(y=0, color='r', linestyle='-') # Show x-axis
```

***Now you try, for a square wave function f(t) with a period of $T=3s$, a range of [0,2], and a value of 0 at $x=0$.***

### Resampling adventures

First, let's read in the WAV file and print the sampling rate `fs` and the number of samples in the signal, `len(data)`.

```python
fs, data = wavfile.read('hmong_m6_24_c.wav')
ns = len(data) # number of samples
print("The sampling rate is", fs, "Hz.")
print("The number of samples is", ns, "samples.")
```

    The sampling rate is 22050 Hz.
    The number of samples is 35015 samples.

***In-class exercise: What is the duration of the audio file? Define `t_start` = 0, and `t_stop` as the total duration you compute.***

```python
t_start = 0
t_stop = ns/fs
```

Now let's see how `scipy.signal.resample` works.

```python
help(signal.resample)
```

    Help on function resample in module scipy.signal.signaltools:

    resample(x, num, t=None, axis=0, window=None)
        Resample `x` to `num` samples using Fourier method along the given axis.

        The resampled signal starts at the same value as `x` but is sampled
        with a spacing of ``len(x) / num * (spacing of x)``.  Because a
        Fourier method is used, the signal is assumed to be periodic.

        Parameters
        ----------
        x : array_like
            The data to be resampled.
        num : int
            The number of samples in the resampled signal.
        t : array_like, optional
            If `t` is given, it is assumed to be the sample positions
            associated with the signal data in `x`.
        axis : int, optional
            The axis of `x` that is resampled.  Default is 0.
        window : array_like, callable, string, float, or tuple, optional
            Specifies the window applied to the signal in the Fourier
            domain.  See below for details.

        Returns
        -------
        resampled_x or (resampled_x, resampled_t)
            Either the resampled array, or, if `t` was given, a tuple
            containing the resampled array and the corresponding resampled
            positions.

        See Also
        --------
        decimate : Downsample the signal after applying an FIR or IIR filter.
        resample_poly : Resample using polyphase filtering and an FIR filter.

        Notes
        -----
        The argument `window` controls a Fourier-domain window that tapers
        the Fourier spectrum before zero-padding to alleviate ringing in
        the resampled values for sampled signals you didn't intend to be
        interpreted as band-limited.

        If `window` is a function, then it is called with a vector of inputs
        indicating the frequency bins (i.e. fftfreq(x.shape[axis]) ).

        If `window` is an array of the same length as `x.shape[axis]` it is
        assumed to be the window to be applied directly in the Fourier
        domain (with dc and low-frequency first).

        For any other type of `window`, the function `scipy.signal.get_window`
        is called to generate the window.

        The first sample of the returned vector is the same as the first
        sample of the input vector.  The spacing between samples is changed
        from ``dx`` to ``dx * len(x) / num``.

        If `t` is not None, then it represents the old sample positions,
        and the new sample positions will be returned as well as the new
        samples.

        As noted, `resample` uses FFT transformations, which can be very
        slow if the number of input or output samples is large and prime;
        see `scipy.fftpack.fft`.

        Examples
        --------
        Note that the end of the resampled data rises to meet the first
        sample of the next cycle:

        >>> from scipy import signal

        >>> x = np.linspace(0, 10, 20, endpoint=False)
        >>> y = np.cos(-x**2/6.0)
        >>> f = signal.resample(y, 100)
        >>> xnew = np.linspace(0, 10, 100, endpoint=False)

        >>> import matplotlib.pyplot as plt
        >>> plt.plot(x, y, 'go-', xnew, f, '.-', 10, y[0], 'ro')
        >>> plt.legend(['data', 'resampled'], loc='best')
        >>> plt.show()

Let's first try out the example from the help file:

```python
x = np.linspace(0, 10, 20, endpoint=False)
y = np.cos(-x**2/6.0)
f = signal.resample(y, 100)
xnew = np.linspace(0, 10, 100, endpoint=False)

plt.plot(x, y, 'go-', xnew, f, '.-', 10, y[0], 'ro')
plt.legend(['data', 'resampled'], loc='best')
plt.show()
```

Now let's try resampling from $f_s=22.05\,kHz$ to $f_{s,new} = 11\,kHz$.
To do that, we need to specify a new number of samples for the resampled signal, $ns_{new}$.
Note that the ratio by which we "downsample", $22.05/11$, is the ratio by which the number of samples increases. That is:

\begin{equation}
\frac{ns_{new}}{ns} = \frac{f_{s}}{f_{s,new}}
\end{equation}

and therefore,

\begin{equation}
ns_{new} = \frac{f_{s}}{f_{s,new}} \cdot ns
\end{equation}
So we can resample as follows:

```python
fs, data = wavfile.read('hmong_m6_24_c.wav')
ns = len(data) # number of samples
print("The old sampling rate is", fs, "Hz.")
print("The old number of samples is", ns, "samples.")

fs_new = 11000 # Sample rate for resampling is 11kHz
ns_new = fs/fs_new * ns

print("The new number of samples is", ns_new, "samples.")
print("The data type for ns is:", type(ns))
print("The data type for ns_new is:", type(ns_new))

signal.resample(data,ns_new)
```

Uh-oh. We're getting an error because we can't have a non-integer number of samples! We need to force the number of samples to be an integer, e.g., by rounding, and converting to `integer` type. Then we'll be able to resample.

```python
ns_new = int(round(fs/fs_new * ns))
data_new = signal.resample(data,ns_new)
print("The number of samples in the re-sampled signal is", len(data_new), "samples.")

#Note that `signal.resample` can also take an additional argument,
#the original vector of sampled timepoints, and then return
#the new vector of sampled timepoints for the resampled signal.
```

    The number of samples in the re-sampled signal is 70189 samples.

Now let's try plotting the two signals for comparison, adapting from the help example code.

```python
plt.plot(data,'g.', data_new, '.-')
plt.xlim(3000,4000)
plt.legend(['data', 'resampled'], loc='best')
plt.xlabel("Sample number")
plt.ylabel("Amplitude")
```

***In-class exercise. Examine this plot and comment on it. Then, plot with time in seconds on the x-axis rather than number of samples.***

```python
#ns = (t_stop - t_start) * fs + 1
x = np.linspace(t_start, t_stop, ns)
x_new = np.linspace(t_start, t_stop, ns_new)

plt.plot(x, data,'g.', x_new, data_new,'.-')
plt.xlim(0.5,0.51)
plt.legend(['data', 'resampled'], loc='best')
plt.xlabel("Time(s)")
plt.ylabel("Amplitude")

```

OK, now let's try listening to this.

```python
display(Audio(data=data_new,rate = fs_new))
```

Something is clearly wrong because the duration of the audio file has gone up. Also, we know from experience that 11 kHz should be sufficient for capturing the nuances of the speech signal. This is because a lot of the important information in the speech signal is at frequencies under 5000 Hz, and because of the **Sampling Theorem** (which we will introduce shortly).

Now what? It would be nice to know what the resampled audio **ought** to sound like. Then we can compare what we're hearing in Python with what the resampled audio should sound like. Is there another way we can resample the audio to 11 kHz? Yes! We could do this in Praat; we could do this in Sox; we could do this in Audacity, etc.

**Let's do that. What does the resampled audio sound like compared to the original? How does it compare to the sound of the resampled audio from Python?**

Maybe there's something weird about `Audio` module. What if we try writing the resampled signal to a WAV file using [`scipy.io.wavfile.write`](https://docs.scipy.org/doc/scipy/reference/generated/scipy.io.wavfile.write.html)? Then we could both listen to the output WAV files in external software (outside of Python), and we could also try reading the output WAV file back into Python and then using `Audio` to play the audio again.

Let's look at the `help` files for `wavfile.write`.

```python
help(wavfile.write)
```

```python
wavfile.write("resampled_hmong_11kHz.wav",fs_new,data_new)
fs_new_read, data_new_read = wavfile.read("resampled_hmong_11kHz.wav")

display(Audio(data=data_new_read,rate = fs_new_read))

display(Audio(data=data_new, rate = fs_new))

```

Well that didn't help: the audio of the read-in file sounds the same as the `Audio` output.

If we look at more info on the audio file written, it seems to have something funny going on with the encoding.

A closer look at `wavfile.write` help files tells us that the data type of the `numpy` array determines how the WAV file is encoded. Maybe that's what's going on. Let's try resampling again and look at the data type of the resulting array.

```python
data_new2, x_new2 = signal.resample(data,ns_new,x)
print(data_new2.dtype)

```

Aha it's float64. That's not on the list of data type conversion to WAV file encodings! Let's try getting to 16-bit, using `int16` type. Googling around, we might try something like below. But still no luck...

```python
scaled = np.int16(data/np.max(np.abs(data)) * 32767)
print(scaled.dtype)

data_new2, x_new2 = signal.resample(scaled,ns_new,x)
print(data_new2.dtype)

scaled_new2 = np.int16(data_new2/np.max(np.abs(data_new2)) * 32767)
print(scaled_new2.dtype)

display(Audio(data=scaled,rate = fs))
display(Audio(data=scaled_new2,rate = fs_new))

wavfile.write("resampled_hmong_11kHz_try2.wav",fs_new,data_new2)
```

    int16
    float64
    int16

<audio controls="controls" >
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type="audio/wav" />
    Your browser does not support the audio element.
</audio>

    11000

All right. Perhaps try another module for resampling.

```python
pip install librosa
import librosa
```

## Aliasing

Consider the following function:

$$y(t) = \cos \left(\frac{9\pi}{2}t\right ) $$

***In class-exercise: What is the (fundamental) frequency of $f(t)$?***

```python
fs = 1000 # Sampling rate of 1000 Hz
t_start = 0; t_stop = 4
ns = int((t_stop - t_start) * fs + 1)
print(ns)
x = np.linspace(0,4,ns)
print(x)
print(len(x))
y = np.cos(9*np.pi/2*x)
print(len(y))

plt.figure("1000 Hz sampling rate")
plt.plot(x,y)
plt.title("1000 Hz sampling rate")

```

Now let's try sampling this signal at some different sampling rates:

1. 100 Hz
2. 10 Hz
3. 1 Hz

```python

ns_100 = int((t_stop - t_start) * 100 + 1)
x_100 = np.linspace(0,4,ns_100)
y_100 = np.cos(9*np.pi/2*x_100)

ns_10 = int((t_stop - t_start) * 10 + 1)
x_10 = np.linspace(0,4,ns_10)
y_10 = np.cos(9*np.pi/2*x_10)

ns_1 = int((t_stop - t_start) * 1 + 1)
x_1 = np.linspace(0,4,ns_1)
y_1 = np.cos(9*np.pi/2*x_1)

```

```python
plt.figure("100 Hz sampling rate")
plt.plot(x,y)
markerline, stemlines, baseline = plt.stem(x_100,y_100, '-.')
plt.setp(baseline, 'color', 'r', 'linewidth', 2)

```

```python

plt.figure("10 Hz sampling rate")
plt.plot(x,y)
markerline, stemlines, baseline = plt.stem(x_10,y_10, '-.')
plt.setp(baseline, 'color', 'g', 'linewidth', 2)

plt.figure("10 Hz sampling rate 2")
plt.xlim(0,2)
plt.plot(x,y, 'g.', x_10, y_10, 'ro-')
```

```python
plt.figure("1 Hz sampling rate")
plt.plot(x,y)
markerline, stemlines, baseline = plt.stem(x_1,y_1, '-.')

plt.setp(baseline, 'color', 'g', 'linewidth', 2)
plt.figure("1 Hz sampling rate 2")
plt.xlim(0,4)
plt.plot(x,y, 'g.', x_1, y_1, 'ro-')
```

Wow, we sure are missing a lot of data--could we still recover the original signal $y(t)$?

$$y(t) = \cos \left(\frac{9\pi}{2}t\right ) $$

***In-class exercise: can you think of a function $z(t)$ that has the same values as our $y(t)$ at the sampled timepoints when we sample with a rate of 1Hz? If so, plot it together with the original signal and the 1 Hz sampling points.***

To do this, you could change
```
plt.plot(x,y)
```
to something like this, where `z` is your definition of $z(t)$ and `x2` is a vector of the sampled time points for 1 Hz sampling rate:

```
plt.plot(x,y, 'g.', x2, z, 'ro-')
```

```python
plt.figure("1 Hz sampling rate, aliasing")
plt.plot(x,y) # change this to add in plot of z(t)
markerline, stemlines, baseline = plt.stem(x_1,y_1, '-.')
```

***In-class exercise: suppose you sample at a sampling rate of 4.5 Hz. Overlay the stem plot with the original signal for this sampling rate (like the previous plots).***

## The sampling theorem

The minimal sampling rate that can be used to reconstruct a signal from its samples is two times the frequency of the highest frequency component $\nu_{max}$ in the signal:

   sampling rate $> 2\nu_{max}$

The frequency 2$\nu_{max}$ is often called the **Nyquist frequency**.

***In-class exercise: What is the Nyquist frequency for $y(t)$ below?***

$$y(t) = \cos \left(\frac{9\pi}{2}t\right ) $$

So for a complex wave (a sum of sinusoids), increasing the frequency of the highest frequency component $\nu_{max}$ drives up the required sampling rate for reconstruction. Sometimes there is no highest frequency, e.g., in an infinite series like for a square wave.

Here's a intuitive example to play with. Plot a signal composed of a low frequency sinusoid and a high frequency sinusoid. As the gap in frequencies between the two frequency components increases, the resulting complex wave looks closer and closer to the lower frequency component, with lots of squigglies up and down at the frequency of the higher frequency component.

```python
def plot_play_summed_sines(f1 = 440, f2 = 880, t_start = 0, t_stop = 2, fs = 44100, xlim_max = 0.01):
    x = np.linspace(t_start, t_stop, fs * (t_stop - t_start))
    y1 = np.sin(2*np.pi*f1*x)
    y2 = np.sin(2*np.pi*f2*x)

    plt.xlim(t_start,xlim_max)
    plt.plot(x , y1, "-g", label="y1")
    plt.plot(x , y2, "-b", label="y2")
    plt.plot(x , y1 + y2, "-r", label="y1+y2")
    plt.legend(loc="upper right")
    plt.xlabel('Time (s)')
    plt.ylabel('Amplitude (dB)')
    plt.title("Adding up sines")

    display(Audio(data=y1, rate=fs))
    display(Audio(data=y2, rate=fs))
    display(Audio(data=y1+y2, rate=fs))

v = interactive(plot_play_summed_sines, f1=(50,200), f2=(1000,5000), t_start = (0,0), t_stop = (0,5), xlim_max = (0.01,0.5))
display(v)
```

    A Jupyter Widget

If we **undersample**, we get **aliasing**: two functions may be indistinguishable based on our sampling, and we may recover a lower frequency alias of the actual signal. We can also have [visual aliasing](http://danielwalsh.tumblr.com/post/54400376441/playing-detective-with-rolling-shutter-photos).