Convective available potential energy: Difference between revisions

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== convective available potential energy ==
== convective available potential energy ==
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<div class="definition"><div class="short_definition">(Abbreviated CAPE.) The maximum energy available to an  ascending [[parcel]], according to parcel theory.</div><br/> <div class="paragraph">On a [[thermodynamic diagram]] this is called positive area, and can be seen as the region between the lifted parcel process curve and the environmental [[sounding]], from the parcel's [[level of free convection]] to its [[level of neutral buoyancy]]. It may be defined as <div class="display-formula"><blockquote>[[File:ams2001glos-Ce30.gif|link=|center|ams2001glos-Ce30]]</blockquote></div> where &#x003b1;<sub>''e''</sub> is the environmental [[specific volume]] profile, &#x003b1;<sub>''p''</sub> is the specific volume of a parcel moving upward moist-adiabatically from the level of free convection, ''p''<sub>''f''</sub> is the [[pressure]] at the level of free convection, and ''p''<sub>''n''</sub> is the pressure at the level of neutral buoyancy. The value depends on whether the [[moist-adiabatic process]] is considered reversible or irreversible (conventionally irreversible) and whether the [[latent heat]] of [[freezing]] is considered (conventionally not). <br/>''Compare'' [[convective inhibition]].</div><br/> </div>
<div class="definition"><div class="short_definition">(Abbreviated CAPE.) The maximum buoyancy of an undiluted air parcel, related to the potential updraft strength of [[thunderstorms]].</div><br/> <div class="paragraph">On a [[thermodynamic diagram]] this is called positive area and can be seen as the region between the lifted parcel process curve and the environmental [[sounding]], from the parcel's level of free convection to its [[level of neutral buoyancy]]. CAPE may be expressed as follows: <div class="display-formula"><blockquote>[[File:CAPE_equation.png|link=|center|CAPE equation]]</blockquote></div> where ''T<sub>υp</sub>'' is the virtual temperature of a lifted parcel moving upward moist adiabatically from the [[level of free convection]] to the [[level of neutral buoyancy]], ''T<sub>υe</sub>'' is the virtual temperature of the [[environment]], ''R<sub>d</sub>'' is the [[specific]] gas constant for [[dry air]], ''p<sub>f</sub>'' is the [[pressure]] at the [[level of free convection]], and ''p<sub>n</sub>'' is the pressure at the level of neutral buoyancy. The value depends on whether the [[moist-adiabatic process]] is considered to be reversible or irreversible (conventionally irreversible, or a [[pseudoadiabatic process]] in which condensed water immediately falls out of the parcel) and whether the [[latent_heat|latent heat of freezing]] is considered (conventionally not). It is assumed that the environment is in [[hydrostatic balance]] and that the pressure of the parcel is the same as that of the environment. [[Virtual temperature]] is used for the parcel and environment to account for the effect of moisture on air density.<br/>
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''Compare'' [[convective inhibition]].</div><br/> </div>
 
<p>''Term updated 1 May 2017.''</p>


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Latest revision as of 12:17, 1 May 2017



convective available potential energy[edit | edit source]

(Abbreviated CAPE.) The maximum buoyancy of an undiluted air parcel, related to the potential updraft strength of thunderstorms.

On a thermodynamic diagram this is called positive area and can be seen as the region between the lifted parcel process curve and the environmental sounding, from the parcel's level of free convection to its level of neutral buoyancy. CAPE may be expressed as follows:
CAPE equation
where Tυp is the virtual temperature of a lifted parcel moving upward moist adiabatically from the level of free convection to the level of neutral buoyancy, Tυe is the virtual temperature of the environment, Rd is the specific gas constant for dry air, pf is the pressure at the level of free convection, and pn is the pressure at the level of neutral buoyancy. The value depends on whether the moist-adiabatic process is considered to be reversible or irreversible (conventionally irreversible, or a pseudoadiabatic process in which condensed water immediately falls out of the parcel) and whether the latent heat of freezing is considered (conventionally not). It is assumed that the environment is in hydrostatic balance and that the pressure of the parcel is the same as that of the environment. Virtual temperature is used for the parcel and environment to account for the effect of moisture on air density.
Compare convective inhibition.

Term updated 1 May 2017.


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