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mode.","width":256.0},{"type":"Text","id":"d42456b0-b2c5-4eb3-a127-dc0574da93b2","position":{"x":102.07973,"y":704.54095},"text":"v2020.07.25.1","width":179.99609},{"type":"Text","id":"840368aa-e8c2-4543-832d-695661b5f91f","position":{"x":102.79823,"y":756.49133},"text":"v2021.02.15.1","width":179.99609},{"type":"Text","id":"efabd67b-299d-4936-9f05-c181bec47f85","position":{"x":-161.11166,"y":738.77539},"text":"Added a delay before final tone signal is presented at output at octave jumps. Fixed a race condition which caused a failure of the glide module.","width":247.00165},{"type":"Text","id":"922f5152-4db8-456b-8bc3-2270a0887387","position":{"x":-162.10387,"y":754.29932},"text":"v2021.03.23.1","width":179.99609},{"type":"Text","id":"bbf92653-7eab-407a-b052-955b976f95de","position":{"x":-156.9469,"y":783.76038},"exposedPosition":{"x":0.0,"y":0.0},"text":"About and Revision Notes! Read Me!","width":256.0},{"type":"Text","id":"46810965-7ef2-4519-b817-48ae1363e814","position":{"x":377.24603,"y":746.30237},"text":"White Key Scale Player\n\nNew: 2019.06.30.1 Basically the same module, with these additions:\nOctave and Degree outputs\nHybrid output type—octave.degree, as a decimal o.dd. Because it is degrees of scale and not actual tones that are stored, loop recording of these two independent values allows play of the same recorded intervals, set to other scales. The hybrid value is constructed by this simple process:\nFor octave values zero and positive, output=octave + degree/100\nFor negative octave values, output = octave - degree/100\nChromatic output—TRUE if in chromatic mode—Allows signaling to other components that we’re in chromatic play mode.\n\n\nThis module maps any scale, from 1 to 12 tones, to the white keys of the midi keyboard and uses the five black keys from every octave to control five general purpose switches. \n\nThe module has two play modes—scale play and chromatic play. In chromatic play mode the black key switches are locked in their current positions and the black keys and white keys all issue their standard C-based codes. The switches can be locked if desired in scale play mode by clicking the ∆? button.\n\nIt is through Chromatic mode that the key is set for scale play. Tonic position can be any C key on the keyboard, with key note set to any tone played on the chromatic scale. The keyboard octave (12 keys—5 black and 7 white) used when setting the key determines which physical C position to use as the tonic, as well as the octave to set as zero. Tonic is the C key on the keyboard at or below the tonic tone that was played when the musical key was set.\n\nTo set the key, switch to chromatic mode, hit any note, then switch back to Scale Play mode. The C key that you hit, or the C key to the left of the key you hit, will now play that tonic note. Scales of all lengths lay end top end, without gaps. Only seven-tone scales will always have a tonic tone at the C keys. \n\nInputs\nScale: An integer, the decimal representation of a 12-bit binary, with LSB as tonic (for example, a value of 1 at this input produces a tonic-only scale). Zero at this input is interpreted by the scale query and quantizer tools within the module as the 12-tone chromatic scale.\ng: Triggering and velocity from MIDI keyboard or other trigger source.\ni A/440: Input tones, in Audulus octave format, with 440 Hz A defined as zero. (Note that internally the signal is changed to C to allow easier calculation, then converted back where necessary)\nPatch Bay Inputs: Can be any signal type. These signals are patched to corresponding outputs by the black keys.\n\nOutputs\n\nScale Size:The number of tones in the current scale (number is displayed in node)\n#Rot: Bit-rotated scale, follows the degree of scale currently being played, rotating the scale bitwise to allow in-scale quantized bends or walks, or other scale-based effects that might be needed downstream. \nOct: The octave you’re playing in, based on the current scale size, with zero is the octave that contained the note used to set the key (for seven-tone scales, the octave breaks will occur at the standard piano octave breaks).\nDeg: The degree of scale you’re playing, with one defined as tonic\nKey: The current key, inA/440 octave format.\nMute: True for out-of-bounds output frequencies that cause problems if played  (this is important especially when playing with short scales, such as tonic-onl\ng: Trigger and velocity output.\nHz: Output in Hz\no A/440: Output in octave format\nOct.deg: Output in hybrid octave.degree format, which allows one to modulate the scale being used on the fly, on a pre-recorded loop. (note: numbers in this format resemble standard octave outputs, but are actually encoded as O.dd, where O can be any positive or negative integer and dd is the current degree of scale being played, expressed as in two-digit, so playing the third degree of the scale, one octave below tonic, would be expressed as -1.03)\nChromatic: this output is true when in chromatic mode.\n\nControls\n\nSet Mode button: Tapping the button puts the player into chromatic mode. In this mode, the Hz and o A/440 tone outputs play as output from the MIDI keyboard. The oct, deg, and the Oct/deg outputs remain where they were. Switching back to Scale Play mode by tapping the button again sets the key to the last MIDI note played on the keyboard. If you hit a C key in Scale Play mode you’ll hear the tonic. In chromatic mode, the black keys play sharps and flats as usual, and the patchbay switches are locked in their current state, as the ∆? Button has been hit. (See below)\n∆? Button: When set, locks the settings not the black-key patch bay switches, changing the color of their indicators to indicate their locked state. This state is also entered when in chromatic play mode, to free the black keys to play sharps and flats, as needed to set the key.\n\nNotes\n\nThe top two octaves of the midi keyboard range (key codes above 108) are ignored, to free some codes for MIDI pads or switches.\n","width":515.99109},{"type":"Text","id":"8f9d4f1f-9bec-45e1-a9ad-17775f60804c","position":{"x":-161.4888,"y":684.31647},"text":"v2021.02.26.1","width":179.99609},{"type":"Text","id":"e70efa34-2b9e-4c10-86ef-7f4833612466","position":{"x":-160.60251,"y":668.8985},"text":"placed a feedback delay node in the octave latching S/H to allow code/octave race conditions to play out before latching it in.                                                               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The waveform knob fades between sine, triangle, square and saw waves. The A-R envelope adjusts the attack and release of both the filter and the VCA simultaneously. The Q of the filter is fixed internally, but you can of course open it up and change it if you 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mod to balance (to my ear) out the volume as you run through the 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Drum+","width":129.60696},{"type":"EnvFollow","id":"433cb9b6-e5a9-48aa-996f-4a709a572869","position":{"x":698.74408,"y":-65.31528}},{"type":"Output","id":"4ee6e0c9-31cc-4bde-9a1d-f4a1aa3cfa08","position":{"x":863.11151,"y":-62.66747},"name":"","exposedPosition":{"x":180.0,"y":5.0}},{"type":"RGBLight","id":"a7b0fa17-df01-421d-9a31-1a2094a61428","position":{"x":864.4563,"y":-170.45502},"exposedPosition":{"x":180.0,"y":5.0}},{"type":"Expr","id":"9f06844b-dd21-4c21-8788-03d8625f57f9","position":{"x":654.72821,"y":-16.06664},"expr":"Input*.7"},{"type":"Text","id":"ab935df4-e60a-413f-ab2e-e569904524ca","position":{"x":-428.1669,"y":-257.16754},"text":"The Random node is our noise source.  It outputs values between 0-1.  The DCBlocker node turns the 0-1 output into a -.5 to +.5 output.  Alternating signals are more suitable for audio because they drive the speaker through its full back and forth swing.","width":256.0},{"type":"Text","id":"2a7b4670-5d2e-44c1-8ca1-602224f6e615","position":{"x":-177.13402,"y":-185.03113},"text":"This is the Noise node's filter.  The noise node has an equal distribution of all frequencies.  You can think of it as an oscillator that is simultaneously tuned to every note between 0 and 20,000Hz.  However, because of the way that our hearing works, we perceive this equal distribution of frequencies to have more high-end than low.  This low-pass filter allows you to sculpt the response of the noise not only by taming the high frequencies, but also by using the resonance to emphasize a particular frequency band.  This allows you to tune the initial \"thwack\" sound of the drum, simulating hits with sticks of various materials, hands, or even felt heads.","width":256.0},{"type":"Text","id":"914ff9e9-eb31-45be-b598-5e83d4afbc21","position":{"x":-97.29201,"y":589.71844},"text":"The Nze or Noise control is connected to the decay knob of an Envelope node through an expression node that limits the knob's 0-1 range to 0-0.1.  This means that at most, one-tenth of a second of noise will pass through to the resonant filter.  Any more than that and the drum sounds less \"real.\"  A large part of creating versatile modules is actually tuning and limiting the number of front-panel choices.  Also note: although you can change the range of the knob directly without an expression node, if you leave all of your knobs at the default 0-1 range, they are easily modulated by LFOs, envelopes, and other control signals.  If all of your knobs have different values, every time you want to modulate a knob, you'll have to do translational math.  If you make your modules this way, the translational math is already inside the module.","width":256.0},{"type":"Text","id":"f72ca35a-f474-4938-b125-e884119ed111","position":{"x":-1029.57373,"y":-159.72791},"text":"This is the Gate input of the module.  It uses a light node to illuminate the incoming signal.  Because the Envelope node has no sustain, the length of the gate's on period (when it is high, or any-non-zero positive number) does not affect the sound of the drum.  When the gate signal goes from low to high, this triggers the Envelope node to run through its attack-decay times.  Because this module uses a resonant filter after the envelope, the actual decay of the module is longer than the combined attack and decay times.","width":400.45547},{"type":"Text","id":"d1922768-51cf-4fad-917a-5fbcfdf45509","position":{"x":211.96008,"y":581.40576},"text":"This is the Resonance control of the self-oscillating filter.  A filter self-oscillates when its resonance is set very high.  You can think of a self-oscillating filter like a tuning fork.  When nothing is attached to the input, it is at rest.  The noise burst generated by the Envelope and Random nodes is like striking the tuning fork.  The settings of the Random node's filter are the type of material you strike the tuning fork against (metal, wood, palm of your hand, etc.).  Analog self-oscillating filters do not need this burst of noise because there is already enough latent noise in the circuit to drive the oscillation.  In an analog resonant drum, typically the envelope would go after the resonant filter.  The Res knob is tuned to work between 0.89 and 0.99.  First multiplying it by 0.1 shrinks its range to 0-0.1.  Adding .89 translates this range to .89 to .99.  Increasing the Res knob will result in a longer decay of tone (whereas the noise decay is set by the Envelope node).  The Resonance can't be increased to 1 because it would constantly self-oscillate.","width":400.45547},{"type":"Text","id":"25bcdf37-5779-477b-b2d7-d9b4c2a05078","position":{"x":650.89844,"y":493.07303},"text":"This is the soft-clipping overdrive section of the drum.  It adds distortion by pushing the signal through a hyper tangent function.  The signal can be multiplied a whopping 51x without a 51x increase in volume.  This is because as the incoming signal is pushed towards the -1 to 1 limit, it is compressed or squeezed along this limit.  This simulates stiking the drum head with more energy.  Drum heads have a limit to how far they can move in either direction.  The harder you hit the drum, the more it will vibrate, but the relationship between the power you hit the drum with and how far the head moves is not linear - it is logarithmic.  This is analogous to how transistors and tubes overdrive.  In a sense, transistors are electrical \"drum heads.\"  They have a range of normal operation, a range of distortion, and a range of failure.  Just as you can hit a drum head too hard and punch through it, so you can blow up a transistor by sending it too much voltage.  However, because Audulus is digital, there is no way to \"break\" this expression.  You can increase the gain factor from 50 to 500 and all you'll get is more distortion.  The extra +1 outside of ((Gain*50)+1) is there becuase if it weren't, when you turned the OD knob all the way down, the volume would also turn all the way down.  Thus, the range of the gain stage here is between 1x-51x.","width":400.45547},{"type":"Text","id":"36b45f4e-dfdf-4216-a5bc-3f51c50b51f1","position":{"x":1050.11438,"y":87.12199},"text":"This Input*.7 expression is here to decrease the volume after the overdrive expression.  Although the limit of signals in Audulus is -1 to 1, it's usually a good idea to keep them closer to -0.5 to 0.5 to give you some headroom when mixing the signals together.  If every module outputs a -1 to 1 signal, serious attenuation will be needed before the audio output stage.","width":400.45547},{"type":"Text","id":"e6debec8-156a-4f76-8915-321ecd58d7be","position":{"x":447.46643,"y":-89.9521},"text":"The EnvFollow, or Envelope Follower node is here to convert the incoming audio signal into a usable control signal.  Unlike the Rct module controlling the RGB node, the EnvFollow node is a full-wave rectifier, meaning the positive half of the wave stays positive while the negative half is inverted into the positive range (instead of clipped off).  This signal is then fed to the output in the middle of the front panel, and is meant to be fedback to any of the panel's 3 knobs.  The most natural connection would be to the Res input.  If you create a feedback loop between the outgoing amplitude and the Res control, the self-oscillating filter decays in a sharply non-linear manner.  This is similar to how real drum heads resonate and decay.  Feeding this output to the OD knob will result in random spikes of emphasis that correspond to the drum being hit softer or harder.  The OD connection pairs well with the Nze feedback connection because the harder something is hit, the more intense the initial noise burst is.","width":400.45547},{"type":"Text","id":"d2551696-3b8b-4ea2-9620-af14ac7a6b8e","position":{"x":640.99182,"y":601.7395},"text":"This tutorial demonstrates the principles of synthesizing a resonant drum head.  With this module, you can make bass drum, kick, snare, tom, timpani, conga, bongo, woodblock, and triangle sounds.  The principles demonstrated here can be cascaded to include more resonators (self-oscillating filters) that are detuned from one another to create a more lively and complex drum sound.  However, this simple design is still very powerful.  The front panel controls can be externally modulated or self-modulated by an envelope follower.  The sound of the drum is changed by tuning the resonant filter and the noise impulse filter.  There are no knob controls for these - instead, click or tap and drag on the small green circle at the resonant peak cutoff 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(Res Drum with DCarr edits)                                                                                         Edit of the ResDrum synth tutorial, to create a sort of res marimba or res steel drum.                                                                                                            Initial dc changes: made the tunable parts tunable around an input frequency, normalized to A440, with octave set by a knob to 0, -1, or -2 octaves.                                                                                                      2019.06.12 Change: S/H to latch the current frequency to incoming gate, to eliminate the response from this synth to steps to out-of-bounds frequencies. Prior to this change, a step to some arbitrarily low frequency would produce a response, regardless whether or not a trigger arrived (not a surprise for a resonant system such as this!).                                                                                                               10.29.19 edit: Added a change detector to pick up frequency changes and register as hits, as long as the gate input is still high. The latest hit velovity is stored and used to generate any new tone-change-derived hits. This was put in to allow the synths to respond to quantized bends. 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