Test Signal Generator

Spectrum Lab's Test Signal Generator

Spectrum Lab is more than a simple audio analyzer. It has a built-in audio signal generator with the following features:

three independent signal generators (waveforms : sine, triangle, sawtooth, rectangle, or arbitrary )
one noise generator
AM and FM modulator

This chapter contains:

Generator function blocks
Generator control window
Arbitrary waveform editor
Controlling the generator via interpreter commands
Background notes

The test signal generator can be activated either from Spectrum Lab's main window or the Component Window: The output of the generator can be added to the input of the processing chain, but also to the output (to test external devices). If you need a generator with I/Q-output, let the signal run through the FFT-based filter (which can turn normal signals into complex signals, and remove the "negative" frequencies in the spectrum if necessary).

Generator function blocks

Three independent audio frequencies may be generated WHILE the audio input of the sound card is analyzed. Each of these "tones" can be adjusted from 0.1 Hz to 2000.0 Hz in 0.1Hz-steps. By setting a tone's frequency to zero you turn it off (so you can use this generator also for one-tone- and two-tone- tests).

The three sine waves are calculated in real-time using the PC's floating point unit, so you need a fast CPU if you want to generate these tones WHILE analyzing the input. The generator can be started from the "View/Windows" menu.

The signal generator also has an adjustable noise generator (white noise). This is a useful tool for testing filters. You may test the "software"-filter of SpecLab with this generator, but you may also test a "real" filter with it if you connect the signal generator to the sound output and the spectrum analyzer to the sound input (look at the component window for details).

Generator Control Window

The signal generator's control window can be opened from Spectrum Lab's main window, or by clicking on the generator block in the test circuit diagram.

Here are just some of the generator controls:

"Turn On" / "Turn Off":
Used to turn the generator on and off. If you don't need it, turn it off to save CPU power. If the button is labelled "Turn On" and colored grey, it means the generator is actually turned off.
Sine Wave Generators:
Up to three modulatable sine(+) wave generators can be used in parallel, each on a different frequency. The following controls exist for every generator.
"On": Used to turn one of the sine generators on or off. If this box is checked, the generator is active.
"AM": Activates the amplitude modulator for this generator.
"FM": Activates the frequency modulator for this generator.
"Waveform": Select sine, rectangle, triangle or sawtooth here.
"Freq/Hz": You can enter the (center-)frequency of the generator here as a decimal number (accurate to fractions of a Hertz).
"Frequency Slider": Can also be used to change the frequency rapidly, using the mouse. Hint: you can also connect the frequency of a generator to a frequency marker/slider.
"Level": Set the output amplitude of the generator. All three generators can be individually controlled. The maximum value is "0 dB".

Note: If a suitable GPS receiver is connected to the PC via soundcard (!), the output of the sine wave generators can be phase-locked to the GPS sync pulse.
Noise Generator:
Can be used to add "white gaussian noise" to the common output of the signal generator. To avoid clipping, keep the noise generators output level below -40 dB (or even less, if sine waves etc shall be added to the output).
Frequency Slider Range:
Affects the frequency range which can be controlled with the three frequency sliders.
Amplitude Modulator:
Define modulation frequency, modulation factor for all "amplitude modulated" sine wave generators. All three sine generators may share the same AM modulator. The modulation waveform can be sine, triangle, sawtooth or rectangle.
Frequency Modulator:
Define modulation frequency, modulation deviation (peak deviation, "plus/minus XX Hertz") and the waveform of the modulating signal for all "frequency modulated" sine wave generators. AM and FM can be combined though this hardly makes sense. With the frequency modulating waveform set to "sawtooth", the generator produces a linear sweep which is ideally suited to test audio filters, or SL's own chirp filter.
PTT on:
This checkbox can be used to turn a transmitter on and off, if configured and wired properly (see configuration of the PTT control).
use table:
Tradeoff between CPU load (caused by calculation of sine waves) and speed.
The default, checkbox 'use table' set, requires less CPU power, at the expense of spectral purity ("spurious" signals caused by interpolation when using the sinewave table method are at least 90dB below the carrier, so this shouldn't be a problem).
If the option 'use table' is unchecked, sinewaves for the generator are calculated using the processor's floating point unit (FPU), causing an additional CPU load in the order of 20 percent on a Centrino running at 1.7 GHz clock, and an audio sample rate of 192 kHz. In that mode, any spurious signals originating from the sine wave function are at least 150dB below the carrier, so these sine waves are 'extremely' clean but this is hardly ever required.

Arbitrary Waveform Generator

Each of the signal generators -also the AM+FM modulators- can be switched to "arbitrary waveform" mode. The arbitrary waveform is stored in array with 1024 sample points, from where it can be read out in any desired speed (using interpolation). To define the waveform, you can ...

edit the waveform in graphical form (using "single point" or "line" editing mode)
load the waveform from a short audio file (maximum length is 1024 sample points).
calculate the waveform from a formula - see examples in the table below.

To fill the arbitrary waveform table with calculated values, enter a numeric formula in the edit field on the right side of the graphic waveform display. The formula will be evaluated by SpecLab's numeric interpreter. The variable 'x' runs as index from 0 to 1 over the whole array (regardless of the actual length of the array; so you can say that 'x' is the array index "normalized" to 0 ... 1). To use 'x' in an argument of the trigonometric functions like sin and cos (sine and cosine), 'x' must be multiplied with 2 * pi ( pi is a constant, approx. 3.14159265...) .
The result of the formula must be in the range +/- 1 . Some examples :

Expression ("formula")	Result
`sin(2pix)`	fills the waveform table with a pure sine wave
`(x<0.5)`	fills the table with a pulse, 50 percent duty cycle
`(x<0.1)`	fills the table with a pulse, 10 percent duty cycle
`(x<0.1)+0.01*((x>0.5)&&(x<0.6))`	produces a "strong", followed by a "weak" pulse
`(1-x)sin((5(1-x))^4)`	"Starwars"-like sound (laser) when played at 5 Hz . Taken from CrazyBirds1.usr, a nonsense-audio-generator
`rand()`	fills the waveform table with white noise

Controlling the generator via interpreter commands

There are a few commands and functions in Spectrum Lab's interpreter which can be used to control the signal generator. They can be used to control the generator from an external program, etc.
To set a new value, use a formal assignment like "generator[0].freq=123.4".
The token "generator" can be abbreviated as "gen" if necessary.

generator[N].ampl: Reads or sets the amplitude of one of the three function generators (N=0..2) on a linear scale.
generator[N].freq: Reads or sets the frequency of one of the three function generators (N=0..2) in Hertz.
generator[N].level: Reads or sets the amplitude of one of the three function generators (N=0..2) on a logarithmic scale, the unit is decibels (dB), 0 dB is the clipping point.
generator.on = 1: turns the signal generator on (applies to all channels)
generator.on = 0: turns the signal generator on (applies to all channels)

Background Notes

The author used this generator to find out how "linear" his "linear transverter" for 136kHz really was by feeding it with a two-tone signal and analyzing the transmitted spectrum at the same time. A simple two-tone test is also good for testing the intermodulation of receivers or single amplifier stages.

It was later used in a 'confidence test' for some of Spectrum Lab's spectrum analysis functions (using the FM modulator to spread the energy from a sine generator, without changing the total power).

Tech notes, something to test:

Often an FM signal is characterized by the modulation index, which is: mod_index = peak_deviation / modulation_frequency.
The instantaneous signal frequency sweeps from f_center-deviation to f_center+deviation.
The "carrier" in an FM signal modulated with an index of 2.405, 5.52 and 8.654 disappears completely. This happens for example if the modulation frequency is 10Hz and the deviation 24.05 Hz. Try it with a sine wave of 1000 Hz, frequency modulated with a 24.05 Hz sine wave, deviation = 10 Hz : there should be no signal at 1000.0 Hz .
If the signal is modulated with a non-sinusoidal wave (rectangle, triangle, sawtooth) it is impossible to define a single modulation index - that's the reason why the FM modulation "strength" is defined as deviation here.
Unlike AM, FM does not affect the total power of the signal. Did you already find out how to validate this with Spectrum Lab ? (tip: check the numerical analysis functions)