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Sigma KEE - VaporCompressionCycle
VaporCompressionCycle(vapor compression cycle)

appearance as argument number 1
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(subclass VaporCompressionCycle Cooling) Cars.kif 1862-1862 Vapor compression cycle is a subclass of cooling
(documentation VaporCompressionCycle EnglishLanguage "A complete cycle of Compressing, Condensing and Evaporating, for the purpose of Cooling.") Cars.kif 1864-1865 Vapor compression cycle is a subclass of cooling
(externalImage VaporCompressionCycle "http://upload.wikimedia.org/wikipedia/ commons/ 5/ 5d/ Refrigeration.png") Cars.kif 1866-1866 Vapor compression cycle is a subclass of cooling

appearance as argument number 2
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(termFormat EnglishLanguage VaporCompressionCycle "vapor compression cycle") Cars.kif 1863-1863

antecedent
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(=>
    (instance ?VCC VaporCompressionCycle)
    (exists (?CMP ?COND ?EV ?CMP2)
        (and
            (instance ?CMP Compressing)
            (instance ?COND Condensing)
            (instance ?EV Evaporating)
            (instance ?CMP2 Compressing)
            (subProcess ?CMP ?VCC)
            (subProcess ?COND ?VCC)
            (subProcess ?EV ?VCC)
            (subProcess ?CMP2 ?VCC)
            (meetsTemporally
                (WhenFn ?CMP)
                (WhenFn ?COND))
            (meetsTemporally
                (WhenFn ?COND)
                (WhenFn ?EV))
            (meetsTemporally
                (WhenFn ?EV)
                (WhenFn ?CMP2)))))
Cars.kif 1868-1888 If X is an instance of vapor compression cycle, then All of the following hold: (1) there exist Y, Z,, , W (2) V such that Y is an instance of compressing (3) Z is an instance of condensing (4) W is an instance of evaporating (5) V is an instance of compressing (6) Y is a subprocess of X (7) Z is a subprocess of X (8) W is a subprocess of X (9) V is a subprocess of X (10) the time of existence of Y meets the time of existence of Z (11) the time of existence of Z meets the time of existence of W (12) the time of existence of W meets the time of existence of V


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