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#1
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I was running wild sound for a video recently and the audio ran long by
about half a second over 70 minutes. That hasn't happened before. We were shooting in an outdoor pavilion with temperatures in the 90s. Can heat affect the speed of a quartz crystal? |
#2
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![]() "Carey Carlan" wrote in message ... I was running wild sound for a video recently and the audio ran long by about half a second over 70 minutes. That hasn't happened before. We were shooting in an outdoor pavilion with temperatures in the 90s. Can heat affect the speed of a quartz crystal? Not all audio interfaces use quartz crystals. Some use ceramic resonators. Either way the temperature coefficient of oscillators like these is strong enough that using a thermal sensor or oven to compensate for thermal drift is not uncommon. Most crystals are +/- 0.005% tolerance or better at 20 degrees C. 0.005% over 70 minutes is about a quarter of a second. So, half the problem you observed was *not* due to temperature but due to random variations in initial value of clock frequency in just one of the two devices involved. So, there's two devices and if they happen to be at opposite ends of tolerance, we've predicted your actual problem, no? ;-) |
#3
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In article ,
Carey Carlan wrote: I was running wild sound for a video recently and the audio ran long by about half a second over 70 minutes. That hasn't happened before. We were shooting in an outdoor pavilion with temperatures in the 90s. Can heat affect the speed of a quartz crystal? Sure. Also, were you using the same video recorder that you had been using before? It never hurts to add a few extra slates here and there. --scott -- "C'est un Nagra. C'est suisse, et tres, tres precis." |
#4
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"Arny Krueger" wrote in message
... Most crystals are +/- 0.005% tolerance or better at 20 degrees C. 0.005% over 70 minutes is about a quarter of a second. You forgot the percent sign (an easy mistake). It would actually be a bit over 0.002 seconds. So, half the problem you observed was *not* due to temperature but due to random variations in initial value of clock frequency in just one of the two devices involved. So, there's two devices and if they happen to be at opposite ends of tolerance, we've predicted your actual problem, no? ;-) No. Probably not. A half-second over 70 minutes is a fairly severe timing error (in terms of the real-world TB stability possible), though well-within the range that a DAC can (or should be able to) lock onto. * Whether it constitutes a /practical/ problem depends on whether you're able to achieve and maintain sync over the 70 minutes. * Your average DAC has no trouble locking onto the 44.058kHz sampling rate from a video-based digital recording system (eg, the PCM-F1). |
#5
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![]() Most crystals are +/- 0.005% tolerance or better at 20 degrees C. 0.005% over 70 minutes is about a quarter of a second. You forgot the percent sign (an easy mistake). It would actually be a bit over 0.002 seconds. huh??? 0.005/100 * 60 seconds/minute * 70 minutes = 0.21 seconds Mark |
#6
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![]() "William Sommerwerck" wrote in message ... "Arny Krueger" wrote in message ... Most crystals are +/- 0.005% tolerance or better at 20 degrees C. 0.005% over 70 minutes is about a quarter of a second. You forgot the percent sign (an easy mistake). It would actually be a bit over 0.002 seconds. Hmm calculator says: 0.005/100 * 70 * 60 = 0.21 or 70*60 = 4200 4200/100 = 42 42 * 0.005 = 0.210 where did I go wrong? |
#7
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"Arny Krueger" wrote in message
news ![]() "William Sommerwerck" wrote in message ... "Arny Krueger" wrote in message ... Most crystals are +/- 0.005% tolerance or better at 20 degrees C. 0.005% over 70 minutes is about a quarter of a second. You forgot the percent sign (an easy mistake). It would actually be a bit over 0.002 seconds. Hmm calculator says: 0.005/100 * 70 * 60 = 0.21 or 70*60 = 4200 4200/100 = 42 42 * 0.005 = 0.210 where did I go wrong? Duh... Hmmm... Sorry about that. "My mind is going, Dave. I can feel it." |
#8
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On Thu, 26 May 2011 14:00:46 -0400, "Arny Krueger"
wrote: "William Sommerwerck" wrote in message ... "Arny Krueger" wrote in message ... Most crystals are +/- 0.005% tolerance or better at 20 degrees C. 0.005% over 70 minutes is about a quarter of a second. You forgot the percent sign (an easy mistake). It would actually be a bit over 0.002 seconds. Hmm calculator says: 0.005/100 * 70 * 60 = 0.21 or 70*60 = 4200 4200/100 = 42 42 * 0.005 = 0.210 where did I go wrong? Google says http://www.soundthoughts.co.uk/look/percent.png d |
#9
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#10
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On May 26, 6:28*am, Carey Carlan wrote:
I was running wild sound for a video recently and the audio ran long by about half a second over 70 minutes. *That hasn't happened before. *We were shooting in an outdoor pavilion with temperatures in the 90s. *Can heat affect the speed of a quartz crystal? I know this isn't an answer to your question but I highly recommend the book "Latitude" by Dava Sobel. It's a great historical account about the quest for a simple and practical method to determine a ship's latitude in the 18th century. The primary focus is on clocks designed by John Harrison to determine latitude at sea. Solving the temperature problem was part of his solution. Gary V |
#11
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Carey Carlan wrote:
I was running wild sound for a video recently and the audio ran long by about half a second over 70 minutes. That hasn't happened before. We were shooting in an outdoor pavilion with temperatures in the 90s. Can heat affect the speed of a quartz crystal? Yup. Temperature effects A crystal's frequency characteristic depends on the shape or 'cut' of the crystal. A tuning fork crystal is usually cut such that its frequency over temperature is a parabolic curve centered around 25 °C. This means that a tuning fork crystal oscillator will resonate close to its target frequency at room temperature, but will slow down when the temperature either increases or decreases from room temperature. A common parabolic coefficient for a 32 kHz tuning fork crystal is -0.04 ppm/°C². In a real application, this means that a clock built using a regular 32 kHz tuning fork crystal will keep good time at room temperature, lose 2 minutes per year at 10 degrees Celsius above (or below) room temperature and lose 8 minutes per year at 20 degrees Celsius above (or below) room temperature due to the quartz crystal. (From Wikipedia) |
#12
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On Thu, 26 May 2011 20:09:32 -0400, Ben Bradley
wrote: On Thu, 26 May 2011 18:42:58 GMT, (Don Pearce) wrote: Google says http://www.soundthoughts.co.uk/look/percent.png d You made a screen image of a Google result? http://www.google.com/search?q=.005%25+*+70+minutes I did, didn't I? d |
#13
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![]() "Don Pearce" wrote in message ... On Thu, 26 May 2011 14:00:46 -0400, "Arny Krueger" wrote: "William Sommerwerck" wrote in message ... "Arny Krueger" wrote in message ... Most crystals are +/- 0.005% tolerance or better at 20 degrees C. 0.005% over 70 minutes is about a quarter of a second. You forgot the percent sign (an easy mistake). It would actually be a bit over 0.002 seconds. Hmm calculator says: 0.005/100 * 70 * 60 = 0.21 or 70*60 = 4200 4200/100 = 42 42 * 0.005 = 0.210 where did I go wrong? Google says http://www.soundthoughts.co.uk/look/percent.png I can live with that~ ;-) |
#14
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#16
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![]() The challenge is implementing a TXCO in *products like the Microtrack or Zoom H4 as well as the ubiquitous camcorders. *They are doing marvelous things with technology, but like the $3 thousand lumen LED light bulb, its a few years off.- Hide quoted text - It's not that much of a challange anymore. 0.005% = 50ppm. TXCOs that are better then 1 PPM over temperature are routine these days and they are tiny.. http://www.greenrayindustries.com/tcxo2.html just for one example Mark |
#17
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Arny Krueger wrote:
The challenge is implementing a TXCO in products like the Microtrack or Zoom H4 as well as the ubiquitous camcorders. They are doing marvelous things with technology, but like the $3 thousand lumen LED light bulb, its a few years off. There's one in the RME ADI-8. And my Prism has an oven. --scott -- "C'est un Nagra. C'est suisse, et tres, tres precis." |
#18
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I know this isn't an answer to your question but I highly recommend
the book "Latitude" by Dava Sobel. It's a great historical account about the quest for a simple and practical method to determine a ship's latitude in the 18th century. The primary focus is on clocks designed by John Harrison to determine latitude at sea. Solving the temperature problem was part of his solution. "Longitude", not "Latitude". |
#19
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"Arny Krueger" wrote in message
... Google says http://www.soundthoughts.co.uk/look/percent.png I can live with that~ ;-) And I apologize for my momentary lapse. (No wisecracks, Arny. And I mean it.) I figured out why I made the mistake I did. |
#20
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![]() "Mark" wrote in message ... The challenge is implementing a TXCO in products like the Microtrack or Zoom H4 as well as the ubiquitous camcorders. They are doing marvelous things with technology, but like the $3 thousand lumen LED light bulb, its a few years off.- Hide quoted text - It's not that much of a challange anymore. 0.005% = 50ppm. TXCOs that are better then 1 PPM over temperature are routine these days and they are tiny.. http://www.greenrayindustries.com/tcxo2.html just for one example Looked at Digikey's pricing and the cheapest was $25. Not going to be in Microtracks or Zoom H4s any time soon. They might fit in the case, though! ;-) |
#21
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![]() "William Sommerwerck" wrote in message ... "Arny Krueger" wrote in message ... Google says http://www.soundthoughts.co.uk/look/percent.png I can live with that~ ;-) And I apologize for my momentary lapse. (No wisecracks, Arny. And I mean it.) I figured out why I made the mistake I did. No problem, William. We all try! ;-) |
#22
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"Carey Carlan" wrote in message
... I'll look for it in the library. Saw a PBS special (Nova?) on that years ago and was totally unimpressed with Harrison's design. He kept putting patches on top of other patches rather than refining the original concept. If I wrote software like that (a) it wouldn't fit, (b) I couldn't maintain it and (c) it would be slow as Christmas. IOW - a typical C application - I've seen many that fit that description :-) Sean |
#23
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I'll look for it in the library. Saw a PBS special (Nova?) on that years
ago and was totally unimpressed with Harrison's design. He kept putting patches on top of other patches rather than refining the original concept. If I wrote software like that (a) it wouldn't fit, (b) I couldn't maintain it and (c) it would be slow as Christmas. By the way, the TV version is a dumbing-down of the book. It refuses to get its hand dirty with the math, science, and engineering involved. |
#24
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William Sommerwerck wrote:
I know this isn't an answer to your question but I highly recommend the book "Latitude" by Dava Sobel. It's a great historical account about the quest for a simple and practical method to determine a ship's latitude in the 18th century. The primary focus is on clocks designed by John Harrison to determine latitude at sea. Solving the temperature problem was part of his solution. "Longitude", not "Latitude". Yes. Latitude is easy to determine. You just shoot the sun at high noon, and its deviation from straight up is your latitude. Unfortunately, longitude requires exact knowledge of the time of day, and this is why accurate navigation depended on accurate time keeping. |
#25
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On May 26, 6:28*am, Carey Carlan wrote:
I was running wild sound for a video recently and the audio ran long by about half a second over 70 minutes. *That hasn't happened before. *We were shooting in an outdoor pavilion with temperatures in the 90s. *Can heat affect the speed of a quartz crystal? Yes, as the other posters have mentioned, it's parts per million per degree Centigrade, for any crystal oscillator. But is there a way for you to synchronize your audio to your video, by connecting their clocks, so they use the same clock? |
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