1133 User Guide - Revision history

Mparadis at 14:34, 9 May 2018

2018-05-09T14:34:14Z

2013-04-30T13:42:41Z

Running Phidgets Sample Program

← Older revision		Revision as of 13:42, 30 April 2013
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	#Click on the Sensors button to bring up the Advanced Sensor Form.		#Click on the Sensors button to bring up the Advanced Sensor Form.
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	[[File:~~1133 0 InterfaceKit Screen 273~~.jpg\|400px\|link=]]		[[File:Sensor_InterfaceKit_Screen_421.jpg\|400px\|link=]]
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	#In the Sensor 6 box, select the 1133 - Sound Sensor from the drop down menu.		#In the Sensor 6 box, select the 1133 - Sound Sensor from the drop down menu.

2012-08-21T15:23:22Z

Technical Details

← Older revision		Revision as of 15:23, 21 August 2012
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	{{UGasens}}		{{UGasens}}

			==API==
			{{SensorAPI}}

	==Product History==		==Product History==
	{{UGhist}}		{{UGhist}}
	{{UGrow\|March 2010 \|0 \|N/A \|Product Release }}		{{UGrow\|March 2010 \|0 \|N/A \|Product Release }}

2012-08-10T15:37:22Z

2012-08-09T16:36:34Z

Formulas

← Older revision		Revision as of 16:36, 9 August 2012
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	::<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * \text{ln(SensorValue) + 9.872} \!</math>		::<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 \times \text{ln(SensorValue) + 9.872} \!</math>

	===Formula Dependencies===		===Formula Dependencies===

2012-08-09T16:25:55Z

Formulas

← Older revision		Revision as of 16:25, 9 August 2012
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	The Formula to translate SensorValue into a sound pressure level is:		The Formula to translate SensorValue into a sound pressure level is:

	<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * \text{ln(SensorValue) + 9.872} \!</math>
			::<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * \text{ln(SensorValue) + 9.872} \!</math>

	===Formula Dependencies===		===Formula Dependencies===

2012-08-09T16:25:41Z

Formulas

← Older revision		Revision as of 16:25, 9 August 2012
Line 68:		Line 68:
	The Formula to translate SensorValue into a sound pressure level is:		The Formula to translate SensorValue into a sound pressure level is:

	<math>Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * ln(SensorValue) + 9.872 \!</math>		<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * \text{ln(SensorValue) + 9.872} \!</math>

	===Formula Dependencies===		===Formula Dependencies===

2012-08-09T16:25:18Z

Formulas

← Older revision		Revision as of 16:25, 9 August 2012
Line 68:		Line 68:
	The Formula to translate SensorValue into a sound pressure level is:		The Formula to translate SensorValue into a sound pressure level is:

	<math>~~\text{~~Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * ln(SensorValue) + 9.872 \!</math>		<math>Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * ln(SensorValue) + 9.872 \!</math>

	===Formula Dependencies===		===Formula Dependencies===

2012-08-09T16:25:00Z

Formulas

← Older revision		Revision as of 16:25, 9 August 2012
Line 68:		Line 68:
	The Formula to translate SensorValue into a sound pressure level is:		The Formula to translate SensorValue into a sound pressure level is:

	<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * ln(SensorValue) + 9.872</math>		<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * ln(SensorValue) + 9.872 \!</math>

	===Formula Dependencies===		===Formula Dependencies===

2012-08-09T16:24:45Z

Formulas

← Older revision		Revision as of 16:24, 9 August 2012
Line 68:		Line 68:
	The Formula to translate SensorValue into a sound pressure level is:		The Formula to translate SensorValue into a sound pressure level is:

	<math>Sound Pressure Level due to a 1kHz tone (dB) = 16.801 * ln(SensorValue) + 9.872</math>		<math>\text{Sound Pressure Level due to a 1kHz tone (dB)} = 16.801 * ln(SensorValue) + 9.872</math>

	===Formula Dependencies===		===Formula Dependencies===