From f06412622bba49181b3bc98fca175fff01cb8427 Mon Sep 17 00:00:00 2001 From: Swiftb0y <12380386+Swiftb0y@users.noreply.github.com> Date: Fri, 25 Jul 2025 16:19:02 +0200 Subject: [PATCH 1/3] feat: add pelican-render-math plugin --- netlify.toml | 4 ++-- pelicanconf.py | 7 +++++++ requirements.txt | 1 + theme/templates/article.html | 5 +++++ 4 files changed, 15 insertions(+), 2 deletions(-) diff --git a/netlify.toml b/netlify.toml index be0b8cc5d..f130fd7ba 100644 --- a/netlify.toml +++ b/netlify.toml @@ -48,5 +48,5 @@ [[headers]] for = "/news/*" [headers.values] - # Additionally allow YouTube/Discourse frames and scripts - Content-Security-Policy = "default-src 'self'; style-src 'self' 'unsafe-inline'; script-src 'self' 'sha256-UPkidoMErzWw1gW/eY4LhAi9ZkPch3PP31d6KQoJ6Yc=' 'sha256-G40wI6OaLZXCtrb02xUq1H1kEVWjstzoQ0FXKwsWxPw=' https://mixxx.discourse.group/javascripts/embed.js *.discourse-cdn.com; frame-src 'self' https://www.youtube-nocookie.com https://mixxx.discourse.group ; img-src 'self' https://i.ytimg.com https://raw.githubusercontent.com/mixxxdj/ ; connect-src 'self' https://mixxx.discourse.group https://*.discourse-cdn.com" + # Additionally allow YouTube/Discourse frames and scripts and MathJax + Content-Security-Policy = "default-src 'self'; style-src 'self' 'unsafe-inline'; script-src 'self' 'sha256-UPkidoMErzWw1gW/eY4LhAi9ZkPch3PP31d6KQoJ6Yc=' 'sha256-G40wI6OaLZXCtrb02xUq1H1kEVWjstzoQ0FXKwsWxPw=' 'sha256-1CldwzdEg2k1wTmf7s5RWVd7NMXI/7nxxjJM2C4DqII=' https://mixxx.discourse.group/javascripts/embed.js *.discourse-cdn.com; frame-src 'self' https://www.youtube-nocookie.com https://mixxx.discourse.group ; img-src 'self' https://i.ytimg.com ; connect-src 'self' https://mixxx.discourse.group https://*.discourse-cdn.com" diff --git a/pelicanconf.py b/pelicanconf.py index 6c76aed39..a085125d9 100644 --- a/pelicanconf.py +++ b/pelicanconf.py @@ -89,8 +89,15 @@ "download_metadata", "draft_override", "md_yaml", + "render_math", ] +MATH_JAX = { + # Disable auto_insert because we insert our own MathJax3 {% endif %} +{% if article.math and article.math in ("true", "yes") %} +{# Note that we don't insert any mathjax config. If you want to configure mathjax, see https://docs.mathjax.org/en/latest/web/configuration.html#configuring-mathjax #} +{# pinning the latest MathJax and using Subresource integrity (since that allows us to avoid whitelisting all of jsdelivr in the CSP) #} + +{% endif %} {% endblock %} From dfc8f6798db32cb36c4a358f31f6497c9968aa34 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Jan=20Clau=C3=9Fen?= Date: Fri, 25 Jul 2025 15:19:26 +0200 Subject: [PATCH 2/3] Add avatar for jclsn --- content/images/avatars/jclsn.png | Bin 0 -> 14193 bytes pelicanconf.py | 4 ++++ 2 files changed, 4 insertions(+) create mode 100644 content/images/avatars/jclsn.png diff --git a/content/images/avatars/jclsn.png b/content/images/avatars/jclsn.png new file mode 100644 index 0000000000000000000000000000000000000000..b650559f69f25e73b9a958a922338adba8ad19b8 GIT binary patch literal 14193 zcmW+-1z1zx`yU-n=@jYC0Yg$sYNQMVfl1duy1Nmiy9P)M1RO{=d|?98B_fVak&>4F z@Ap5??(TE%-Pyh8J?D+j=Y4PdD_!-+q>Q8h0N^o1Lj{W6zxv-sjEnuo@v^)A{~c6a 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--git a/content/news/XXXX-XX-XX-dvs-internals-pt3.md b/content/news/XXXX-XX-XX-dvs-internals-pt3.md new file mode 100644 index 000000000..d75ac9f5d --- /dev/null +++ b/content/news/XXXX-XX-XX-dvs-internals-pt3.md @@ -0,0 +1,224 @@ +title: "How Does Timecode Vinyl Actually Work? (Pt. 3)" +authors: Jan Claußen +tags: traktor, timecode, dvs, vinyl control +status: draft +math: yes + +Since its release in 2011, the **Traktor Control Vinyl MK2** has sparked +curiosity among digital DJs and audio developers alike. Its timecode format +stands apart from Serato’s, which we explored in the previous posts. With the +MK2 system, Native Instruments introduced a more advanced timecode that boosts +resolution and accuracy by applying advanced cryptographic techniques. + +In this post, we’ll break down how it works at a basic level and how Mixxx is processing the signal. + +--- + +## Recap: How Serato Timecode Works + +Serato’s timecode is built around a +[Linear Feedback Shift Register](https://en.wikipedia.org/wiki/Linear-feedback_shift_register), +modulated onto a 1 kHz carrier using +[amplitude modulation (AM)](https://en.wikipedia.org/wiki/Amplitude_modulation) - a legacy +technique from radio transmission. + +The demodulation process is relatively simple: when one stereo channel crosses +the x-axis, the other hits a peak. If that peak exceeds a certain threshold, +the system reads it as a **1**, if not, it’s a **0**. + +![Serato Timecode Signal]({static}/images/news/serato-control-cd.svg) + +We covered this in more detail in +[DVS Internals Pt. 1]({filename}/news/2021-11-21-dvs-internals-pt1.md) +and [Pt. 2]({filename}/news/2021-12-22-dvs-internals-pt2.md). + +--- + +## The Traktor MK2 Signal + +Below is a signal that resembles what you’ll find on the Traktor MK2 +Control vinyl/CD, which has been specifically generated for this blog post by +using a [Raised-Cosine Filter](https://de.wikipedia.org/wiki/Raised-Cosine-Filter) to +modulate a random sequence onto the carrier. + +The carrier wave operates at **2500 Hz**, a significant increase from Serato’s +**1000 Hz**. + +> **Advantage:** The higher carrier frequency allows for 2.5× greater resolution. + +![Offset-modulated Signal]({static}/images/news/traktor-mk2-signal.svg) + +Upon inspection, this waveform clearly doesn’t use amplitude modulation - the +amplitude remains constant. Instead, it appears to be **offset-modulated**, +where the signal is shifted vertically from the x-axis. This is a non-standard +technique not commonly used in typical modulation schemes. + +On the original vinyl version (not shown here due to copyright), the offset +can be so large that the signal floats entirely above the x-axis for multiple +cycles - making zero-crossing detection impossible. + +Even when that doesn’t happen, the offset causes the time interval $\Delta t$ +between zero-crossings to become irregular, introducing audible pitch flutter. + +To decode the signal, we must solve: + +1. How to filter the signal to enable pitch detection +2. How to demodulate this non-standard modulation +3. How to decipher the code that is modulated onto the carrier + +--- + +## Pitch Detection + +> **Note:** If you're unfamiliar with pitch detection in DVS systems, revisit +> [DVS Internals Pt. 1]({filename}/news/2021-11-21-dvs-internals-pt1.md). + +Our goal is to produce a signal that oscillates evenly around the x-axis. This +filtered waveform can then be processed by the existing pitch detection algorithm. + +A simple discrete derivative operation achieves this: + +$$ +y[n] = x[n] - x[n-1] \tag{1} +$$ + +$\text{where:}$
    +$\text{- x[n]: Input sample}$
    +$\text{- x[n-1]: Delayed input sample}$
    +$\text{- y[n]: Difference of both values}$
    +
    + +When applied to the offset-modulated signal, we get: + +![Traktor MK2 signal with derivative]({static}/images/news/traktor-mk2-signal-with-derivative.svg) + +The resulting waveform oscillates cleanly around zero, which is ideal for +analysis. It also makes it easier to pinpoint the half-cycle peaks needed for +bit detection. + +--- + +## Demodulation Techniques + +To extract bits from the signal, we detect the zero-crossings and sample the +amplitude of the sinusoid at those moments. + +![Traktor MK2 signal with +zero-crossings]({static}/images/news/traktor-mk2-signal-with-zero-crossings.svg) + +You may notice that the derivative’s zero-crossings don’t align perfectly with +the original peaks. That’s due to a delay introduced by the filter. Smoothing +the signal first, then compensating for the delay (e.g., by selecting +$x[n-3]$), yields better results. + +For greater accuracy, one could analyze the phase response $\phi(\omega)$, +which shows how filter delay varies with input frequency - but for this use case, +a fixed delay works well enough. + +The filtered signal can cross the x-axis in two directions-positive to +negative or vice versa. Based on the direction, we determine which half-cycle +contains the encoded bit. In this example we only use the upper half-cycle for +decoding, but you can also decode the signal from the lower half-cycle. + +![Traktor MK2 signal with readings]({static}/images/news/traktor-mk2-signal-with-readings.svg) + +Demodulation is then as simple as applying a threshold: amplitudes above it +are **1**, and below it are **0**. + +![Traktor MK2 signal with timecodes]({static}/images/news/traktor-mk2-signal-with-timecodes.svg) + +On actual vinyl, the physical behavior of the needle causes the offset to +decay over time, because the needle slowly drifts back to the middle. This decay complicates bit extraction. + +To compensate, we analyze the **slope** between subsequent readings by +reusing the derivative equation in $\text{(1)}$. + +$$slope[n] = reading[n] - reading[n-1]$$ + +$\text{where:}$
    +$\text{- x[n]: Current reading}$
    +$\text{- x[n-1]: Last reading}$
    +$\text{- y[n]: Difference of both values}$
    +
    + +We then decode a positive slope to toggle the bit to **1** and a negative +slope to toggle the bit to **0**. + +![Traktor MK2 signal with indicated slope]({static}/images/news/traktor-mk2-signal-with-slope.png) + +This method helps isolate the encoded signal from the floating zero line +caused by mechanical drift. + +--- + +## The Code + +> **Note:** A deeper explanation of LFSRs can be found in [DVS Internals Pt. 2]({filename}/news/2021-12-22-dvs-internals-pt2.md) + +Interestingly, the Traktor MK2 system also uses a [Linear Feedback Shift Register](https://en.wikipedia.org/wiki/Linear-feedback_shift_register) - but with different properties. While Serato’s LFSR has a +**20-bit** length, Traktor’s uses a **110-bit** register with a minimum +run length of two symbols. The generator polynomial of the the LFSR was found +by using the [Berlekamp-Massey algorithm](https://en.wikipedia.org/wiki/Berlekamp%E2%80%93Massey_algorithm). + +The number of unique states an LFSR can generate is: + +$$n_{max} = 2^m -1$$ + +Hence for the Serato timecode + +$$n_{serato} = 2^{20} -1 = 1\,048\,575$$ + +and for the Traktor MK2 timecode + +$$n_{mk2} = 2^{110} -1 = 1.298 \cdot 10^{33} = 1\,298\,074\,214\,633\,706\,907\,132\,624\,082\,305\,023$$ + +That’s an astronomically high number-far beyond what’s required for this +application. + +But how many states are actually needed? With a 2500 Hz carrier, you get 2500 bits per second.
    + +For 12 minutes of timecode: + +$$12 \text{ min} \cdot 60 = 720 \text{ s}$$ +$$720 \text{ s} \cdot 2500 \text{ states/s} = 1\,800\,000 \text{ states}$$ + +which exceeds the maximum state range of Serato’s 20-bit LFSR by far. + +However, a downside appears: each 110-bit state must be stored in 128 bits (4 +× 32-bit integers). + +So for the A-side with 12 minutes: + +$$1\,800\,000 \text{ states} \cdot 128 \text{ bit} = 230\,400\,000 \text{ bit} = 28\,800\,000 \text{ byte} = 27.46 \text{ MB}$$ + +And for a 25-minute CD: + +$$4\,500\,000 \text{ states} \cdot 128 \text{ bit} = 576\,000\,000 \text{ bit} = 72\,000\,000 \text{ byte} = 68.66 \text{ MB}$$ + +> **Disadvantage:** The memory footprint is large-even a single side of timecode can exceed 27 MB. + +This makes storing a full lookup table impractical in production software. + +It's important to point out that the current implementation is naive, because it treats the +Traktor MK2 code as if it were Serato code. Since Mark Hills designed the xwax +library, which is used by vinyl control in Mixxx, for exactly this style of +timecode, changes would have to be made to make the decoder more modular. + +Nonetheless, the current technique works and it represents the current state +of the decoder in Mixxx. + +--- + +## Conclusion + +Fortunately, there are mathematical methods to reduce the memory requirements. +This requires diving deeper into the crypthographic theory. + +First tests show that this can possibly be achieved by applying a fixed tap +pattern (e.g. every 5th bit) to a 110-bit LFSR window - a form of structured +decimation or undersampling. This collapses the sequence into a 22-bit +[Gold code](https://en.wikipedia.org/wiki/Gold_code), whose two sequences alternate. +The implementation of this technique is far more complex and not completed +yet. + +We’ll explore those strategies in the next part of this series.