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Sigma KEE - AccelerationFn
AccelerationFn

appearance as argument number 1
-------------------------


(documentation AccelerationFn EnglishLanguage "Specifies the acceleration of an object, i.e. the change in speed for a given direction.") Cars.kif 1208-1209
(domain AccelerationFn 1 FunctionQuantity) Cars.kif 1213-1213 The number 1 argument of Acceleration fn is an instance of function quantity
(domain AccelerationFn 2 TimeDuration) Cars.kif 1214-1214 The number 2 argument of Acceleration fn is an instance of time duration
(domain AccelerationFn 3 Object) Cars.kif 1215-1215 The number 3 argument of Acceleration fn is an instance of object
(domain AccelerationFn 4 DirectionalAttribute) Cars.kif 1216-1216 The number 4 argument of Acceleration fn is an instance of directional attribute
(instance AccelerationFn QuaternaryFunction) Cars.kif 1217-1217 Acceleration fn is an instance of quaternary function
(instance AccelerationFn TotalValuedRelation) Cars.kif 1218-1218 Acceleration fn is an instance of total valued relation
(range AccelerationFn FunctionQuantity) Cars.kif 1219-1219 The range of Acceleration fn is an instance of function quantity

appearance as argument number 2
-------------------------


(format EnglishLanguage AccelerationFn "the accelleration %1 of %3 in %2 in the direction %4") Cars.kif 1210-1211
(termFormat EnglishLanguage AccelerationFn "Acceleration fn") domainEnglishFormat.kif 64398-64398

consequent
-------------------------


(=>
    (and
        (instance ?B Braking)
        (patient ?B ?O))
    (and
        (holdsDuring
            (ImmediatePastFn
                (WhenFn ?B))
            (equal
                (MeasureFn ?A1 MilesPerHour)
                (AccelerationFn ?FQ ?T ?O ?D)))
        (holdsDuring
            (ImmediateFutureFn
                (WhenFn ?B))
            (equal
                (MeasureFn ?A2 MilesPerHour)
                (AccelerationFn ?FQ ?T ?O ?D)))
        (greaterThan ?A1 ?A2)))
Cars.kif 1190-1206 If X is an instance of braking and Y is a patient of X, then equal Z miles per hour(s) and the accelleration W of Y in V in the direction U holds during immediately before the time of existence of X, equal T miles per hour(s) and the accelleration W of Y in V in the direction U holds during immediately after the time of existence of X, and Z is greater than T


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