1115 User Guide - Revision history

Mparadis at 14:29, 9 May 2018

2018-05-09T14:29:45Z

2015-05-04T20:39:17Z

Product History

← Older revision		Revision as of 20:39, 4 May 2015
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	{{UGrow\|August 2005 \|0 \|N/A \|Using MPXA4250 sensor }}		{{UGrow\|August 2005 \|0 \|N/A \|Using MPXA4250 sensor }}
	{{UGrow\|October 2007\|0\|N/A\|Using MPXA6250 sensor}}		{{UGrow\|October 2007\|0\|N/A\|Using MPXA6250 sensor}}
			\|-
			\|style="background: #fff0f0" align=center\|August 2014\|\|style="background: #fff0f0" align=left colspan=3\| Product Discontinued.

2013-06-19T19:34:24Z

Technical Details

← Older revision		Revision as of 19:34, 19 June 2013
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	</math>		</math>


			===Barometric Temperature Correction===

			This sensor reports the absolute pressure of its surroundings. In other words, the pressure compared to a perfect vaccum. If you plan on using this sensor as a barometer, you need to convert to barometric pressure. You can use conversion calculators such as this [http://www.csgnetwork.com/barcorrecthcalc.html Above Sea Level Barometer Reading Correction Calculator] to make the adjustment based on your location's elevation.

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2012-08-21T15:18:40Z

Technical Details

2012-08-10T15:33:40Z

2012-08-09T15:45:25Z

Formulas

← Older revision		Revision as of 15:45, 9 August 2012
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	<math>		::<math>
	\text{Pressure (in kPa)} = \frac{\text{SensorValue}}{4} + 10		\text{Pressure (in kPa)} = \frac{\text{SensorValue}}{4} + 10
	</math>		</math>

2012-08-09T15:40:23Z

Formulas

← Older revision		Revision as of 15:40, 9 August 2012
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	The Formula to translate SensorValue into Pressure is:		The Formula to translate SensorValue into Pressure is:

	<math>Pressure (in ~~kilopascals~~) = \frac{SensorValue}{4} + 10</math>
			<math>
			\text{Pressure (in kPa)} = \frac{\text{SensorValue}}{4} + 10
			</math>


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2012-08-08T20:58:46Z

Technical Details

← Older revision		Revision as of 20:58, 8 August 2012
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	==Technical Details==		==Technical Details==
	Measures absolute gas pressure from 20 to 250 kPa.		Measures absolute gas pressure from 20 to 250 kPa. The sensor can safely withstand pressures beyond 250 kPa, but it will saturate and report 250 kPa for any value above. The sensor will not be physically damaged by pressure until approximately 1000 kPa.

	'''Note:''' If you are interested in the difference in pressure between two points (Atmospheric vs. Human lungs for example) this sensor would not be appropriate. The gas pressure sensor required for this type of application is referred to as differential.		'''Note:''' If you are interested in the difference in pressure between two points (Atmospheric vs. Human lungs for example) this sensor would not be appropriate. The gas pressure sensor required for this type of application is referred to as differential.

2012-07-30T14:01:29Z

Formulas

← Older revision		Revision as of 14:01, 30 July 2012
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	The Formula to translate SensorValue into Pressure is:		The Formula to translate SensorValue into Pressure is:

	<math>~~\text{~~Pressure (in kilopascals)} = \frac~~{\text~~{SensorValue}}{4} ~~\plus~~ 10</math>		<math>Pressure (in kilopascals) = \frac{SensorValue}{4} + 10</math>

	{{UGotherint}}		{{UGotherint}}

2012-07-30T14:01:09Z

Formulas

← Older revision		Revision as of 14:01, 30 July 2012
Line 69:		Line 69:
	The Formula to translate SensorValue into Pressure is:		The Formula to translate SensorValue into Pressure is:

	<math>\text{Pressure (in kilopascals)} = \frac{\text{SensorValue}}{4} + 10</math>		<math>\text{Pressure (in kilopascals)} = \frac{\text{SensorValue}}{4} \plus 10</math>

	{{UGotherint}}		{{UGotherint}}