Entropy of vaporization - Revision history

en>Llightex: added distinguish template

2014-09-22T00:03:14Z

added distinguish template

← Older revision		Revision as of 02:03, 22 September 2014
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	~~A '''Q meter''~~' is a ~~piece of equipment used in the testing of [[radio frequency]] circuits~~. ~~It has~~ been ~~largely replaced~~ in ~~professional laboratories by~~ other types of [[Electrical impedance\|impedance]] measuring device, though it is still in use among radio amateurs. It was developed at [[Boonton Radio Corporation]] in [[Boonton, New Jersey]] in 1934 by [[William D. Loughlin]].<~~ref~~>~~[http://www.hp.com/hpinfo/abouthp/histnfacts/museum/earlyinstruments/0010/ Boonton Q-Meter Type 160-A, 1946] — HP Virtual Museum~~<~~/ref~~>		Hi there, I am Sophia. I am truly fond of handwriting but I can't make it my occupation truly. Distributing manufacturing is how he makes a residing. For a whilst I've been in Mississippi but now I'm considering other choices.<br><br>Look into my web-site :: accurate psychic readings ([http://black7.mireene.com/aqw/5741 related website])

	~~A Q meter measures Q, the [[quality factor]] of a circuit, which expresses how much energy is dissipated per cycle in a non~~-~~ideal reactive circuit~~:
	:~~<math>~~
	~~Q = 2 \pi \times \frac{\mbox{Peak Energy Stored}}{\mbox{Energy dissipated per cycle}}. \,~~
	~~</math>~~
	~~This expression applies to an [[RF and microwave filter]], bandpass [[LC filter]], or any resonator. It also can be applied to an inductor or capacitor at a chosen frequency. For inductors~~
	~~:<math>~~
	~~Q = \frac{X_L}{R} = \frac{\omega L}{R}~~
	~~</math>~~
	Where <math>X_L</math> is the reactance of the inductor, <math>L</math> is the inductance, <math>\omega</math> is the angular frequency and <math>R</math> is the resistance of the inductor. The resistance <math>R</math> represents the loss in the inductor, mainly due to the resistance of the wire.

	~~For LC band pass circuits and filters:~~
	~~:<math>~~
	~~Q = \frac{F}{BW}~~
	~~</math>~~
	~~Where <math>F</math> is the resonant frequency~~ (center frequency) and <math>BW</math> is the filter bandwidth. In a band pass filter using an [[RLC circuit\|LC resonant circuit]], when the loss (resistance) of the inductor increases, its Q is reduced, and so the bandwidth of the filter is increased. In a coaxial cavity filter, there are no inductors and capacitors, but the cavity has an equivalent LC model with losses (resistance) and the Q factor can be applied as well.

	Internally a minimal Q meter consists of a tuneable RF generator, with a very low impedance output, and a detector with a very high impedance input. Additionally there is usually provision to add calibrated amounts of high Q capacitance across the component under test to allow inductors to be measured in isolation. The generator is effectively placed in series with the tuned circuit formed by the components under test, and having negligible output resistance, does not materially affect the Q factor, while the detector measures the voltage developed across one element (usually the capacitor) and being high impedance in shunt does not affect the Q factor significantly either. The ratio of the developed RF voltage to the applied RF current, coupled with knowledge of the reactive impedance from the resonant frequency, and the source impedance, allows the Q factor to be directly read by scaling the detected voltage.

	~~==See also==~~
	* [[LCR meter]]

	~~==Sources and external links==~~
	*[http://~~users~~.~~tpg~~.com~~.au/users~~/~~ldbutler~~/~~QMeter.htm "An experimental 'Q' meter"~~] ~~— article by Lloyd Butler (originally published in ''Amateur Radio'', November 1988; revised April 2004~~)

	~~<references/>~~
	~~{{Electrical and electronic measuring equipment}}~~

	~~[[Category:Electronic test equipment]]~~
	~~[[Category:Radio electronics]]~~
	~~[[Category:Measuring instruments]]~~

en>Dirac66: Added brief statement of Trouton's rule.

2013-05-22T23:08:24Z

Added brief statement of Trouton's rule.

← Older revision		Revision as of 01:08, 23 May 2013
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	~~The author~~'~~s title~~ is ~~Andera and she believes~~ it ~~seems quite great~~. ~~My day occupation~~ is an ~~invoicing officer but I've already utilized for~~ an ~~additional 1~~. ~~Kentucky~~ is ~~exactly where I've always been residing. One~~ of the ~~things she loves most~~ is ~~canoeing~~ and ~~she's been performing it for fairly a whilst~~.<br><br>~~Also visit my blog~~ :: ~~free psychic reading~~ ([http://~~www~~.~~khuplaza~~.com/~~dent~~/~~14869889 Full Review~~])		A '''Q meter''' is a piece of equipment used in the testing of [[radio frequency]] circuits. It has been largely replaced in professional laboratories by other types of [[Electrical impedance\|impedance]] measuring device, though it is still in use among radio amateurs. It was developed at [[Boonton Radio Corporation]] in [[Boonton, New Jersey]] in 1934 by [[William D. Loughlin]].<ref>[http://www.hp.com/hpinfo/abouthp/histnfacts/museum/earlyinstruments/0010/ Boonton Q-Meter Type 160-A, 1946] — HP Virtual Museum</ref>

			A Q meter measures Q, the [[quality factor]] of a circuit, which expresses how much energy is dissipated per cycle in a non-ideal reactive circuit:
			:<math>
			Q = 2 \pi \times \frac{\mbox{Peak Energy Stored}}{\mbox{Energy dissipated per cycle}}. \,
			</math>
			This expression applies to an [[RF and microwave filter]], bandpass [[LC filter]], or any resonator. It also can be applied to an inductor or capacitor at a chosen frequency. For inductors
			:<math>
			Q = \frac{X_L}{R} = \frac{\omega L}{R}
			</math>
			Where <math>X_L</math> is the reactance of the inductor, <math>L</math> is the inductance, <math>\omega</math> is the angular frequency and <math>R</math> is the resistance of the inductor. The resistance <math>R</math> represents the loss in the inductor, mainly due to the resistance of the wire.

			For LC band pass circuits and filters:
			:<math>
			Q = \frac{F}{BW}
			</math>
			Where <math>F</math> is the resonant frequency (center frequency) and <math>BW</math> is the filter bandwidth. In a band pass filter using an [[RLC circuit\|LC resonant circuit]], when the loss (resistance) of the inductor increases, its Q is reduced, and so the bandwidth of the filter is increased. In a coaxial cavity filter, there are no inductors and capacitors, but the cavity has an equivalent LC model with losses (resistance) and the Q factor can be applied as well.

			Internally a minimal Q meter consists of a tuneable RF generator, with a very low impedance output, and a detector with a very high impedance input. Additionally there is usually provision to add calibrated amounts of high Q capacitance across the component under test to allow inductors to be measured in isolation. The generator is effectively placed in series with the tuned circuit formed by the components under test, and having negligible output resistance, does not materially affect the Q factor, while the detector measures the voltage developed across one element (usually the capacitor) and being high impedance in shunt does not affect the Q factor significantly either. The ratio of the developed RF voltage to the applied RF current, coupled with knowledge of the reactive impedance from the resonant frequency, and the source impedance, allows the Q factor to be directly read by scaling the detected voltage.

			==See also==
			* [[LCR meter]]

			==Sources and external links==
			*[http://users.tpg.com.au/users/ldbutler/QMeter.htm "An experimental 'Q' meter"] — article by Lloyd Butler (originally published in ''Amateur Radio'', November 1988; revised April 2004)

			<references/>
			{{Electrical and electronic measuring equipment}}

			[[Category:Electronic test equipment]]
			[[Category:Radio electronics]]
			[[Category:Measuring instruments]]

en>CarrieVS: Repairing links to disambiguation pages - You can help!

2012-06-06T15:56:31Z

Repairing links to disambiguation pages - You can help!

New page

The author's title is Andera and she believes it seems quite great. My day occupation is an invoicing officer but I've already utilized for an additional 1. Kentucky is exactly where I've always been residing. One of the things she loves most is canoeing and she's been performing it for fairly a whilst.<br><br>Also visit my blog :: free psychic reading ([http://www.khuplaza.com/dent/14869889 Full Review])