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Formal Language:
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SUO-KIF
TPTP
traditionalLogic
KB Term:
Term intersection
English Word:
Any
Noun
Verb
Adjective
Adverb
Mean10MinutesWindSpeedFn
Sigma KEE - Mean10MinutesWindSpeedFn
Mean10MinutesWindSpeedFn
appearance as argument number 1
(
documentation
Mean10MinutesWindSpeedFn
ChineseLanguage
"(
Mean10MinutesWindSpeedFn
?PLACE ?TIME) 得出一個
FunctionQuantity
, 它是在?PLACE 地方,划一表示在地球表面10米(33 英尺)上高度位置, 某时 ?TIME,(持续时间)
TimeDuration
长10
Minute
s 分钟、共120个每 5
Second
秒时间 间隔量度的即时(地面风速)
surfaceWindSpeed
(串列)&List上的平均值。")
Weather.kif 2209-2212
(
documentation
Mean10MinutesWindSpeedFn
EnglishLanguage
"(
Mean10MinutesWindSpeedFn
?PLACE ?TIME) returns a
FunctionQuantity
which is the average value of a
List
of 120 instantaneous of
surfaceWindSpeed
measurements, each taken at 5
Second
intervals, over a 10
Minute
s
TimeDuration
for ?PLACE at ?TIME, standardised to reflect the winds at 10 metres (33 feet) above the Earth's surface.")
Weather.kif 2203-2207
(
domain
Mean10MinutesWindSpeedFn
1
GeographicArea
)
Weather.kif 2214-2214
Die Zahl 1 Argument von
Mean10MinutesWindSpeedFn
ist ein
fall
von
GeographicArea
%n{nicht}
(
domain
Mean10MinutesWindSpeedFn
2
TimeInterval
)
Weather.kif 2215-2215
Die Zahl 2 Argument von
Mean10MinutesWindSpeedFn
ist ein
fall
von
TimeInterval
%n{nicht}
(
instance
Mean10MinutesWindSpeedFn
BinaryFunction
)
Weather.kif 2217-2217
Mean10MinutesWindSpeedFn
ist ein
fall
von
BinaryFunction
%n{nicht}
(
range
Mean10MinutesWindSpeedFn
FunctionQuantity
)
Weather.kif 2216-2216
bildbereich
von
Mean10MinutesWindSpeedFn
ist ein fall von
FunctionQuantity
{nicht}
appearance as argument number 2
(
format
ChineseLanguage
Mean10MinutesWindSpeedFn
"%1地区在%2时段的
Mean10MinutesWindSpeedFn
")
Weather.kif 2213-2213
(
format
EnglishLanguage
Mean10MinutesWindSpeedFn
"
Mean10MinutesWindSpeedFn
for %2 in region %1")
Weather.kif 2208-2208
(
termFormat
ChineseLanguage
Mean10MinutesWindSpeedFn
"10分钟平均地面风速")
domainEnglishFormat.kif 10373-10373
(
termFormat
EnglishLanguage
Mean10MinutesWindSpeedFn
"ten minute mean surface wind speed")
domainEnglishFormat.kif 10372-10372
antecedent
(=>
(
equal
?SPEED
(
Mean10MinutesWindSpeedFn
?PLACE ?TIME))
(
holdsDuring
?TIME
(
exists
(?MLIST ?RLIST ?NLIST ?UNIT)
(
and
(
instance
?MLIST
MeasuringSurfaceWindSpeedList
)
(
locationMeasuringList
?MLIST ?PLACE)
(
measuringListInterval
?MLIST
(
MeasureFn
5
SecondDuration
))
(
measuringListDuration
?MLIST
(
MeasureFn
10
MinuteDuration
))
(
equal
120
(
ListLengthFn
?MLIST))
(
measuringResult
?MLIST ?RLIST)
(
equal
?NLIST
(
PhysicalQuantityToNumberFn
?RLIST))
(
equal
?SPEED
(
MeasureFn
(
AverageFn
?NLIST) ?UNIT))))))
Weather.kif 2219-2236
Wenn
FunctionQuantity
ist gleich
Mean10MinutesWindSpeedFn
GeographicArea
and
TimeInterval
%n{nicht},
dann es gibt
entity
,
** entity
,, ,
** entity
, and und
** entity
um
** entity
ist ein
fall
von
MeasuringSurfaceWindSpeedList
%n{nicht} und
locationMeasuringList
** entity
and
** GeographicArea
und
measuringListInterval
** entity
and 5
SecondDuration
(s) und
measuringListDuration
** entity
and 10
MinuteDuration
(s) und 120 ist gleich
Laenge
von
** entity
%n{nicht} und
measuringResult
** entity
and
** ** entity
und
** ** entity
ist gleich
PhysicalQuantityToNumberFn
** ** entity
%n{nicht} und
** FunctionQuantity
ist gleich
AverageFn
** ** entity
** ** entity
(s) %n{nicht} haelt
waehrend
** TimeInterval
%n{nicht}
consequent
(=>
(
instance
?T
Typhoon
)
(
exists
(?TC ?PLACE ?WIND)
(
and
(
instance
?TC
TropicalCyclone
)
(
instance
?PLACE
GeographicArea
)
(
eventLocated
?TC ?PLACE)
(
equal
(
MeasureFn
?WIND
MilesPerHour
)
(
Mean10MinutesWindSpeedFn
?PLACE
(
WhenFn
?TC)))
(
greaterThanOrEqualTo
?WIND 64.0))))
Weather.kif 770-781
Wenn
Entity
ist ein
fall
von
Typhoon
%n{nicht},
dann es gibt
** Entity
C,
GeographicArea
, and und
RealNumber
um
** Entity
C ist ein
fall
von
TropicalCyclone
%n{nicht} und
** GeographicArea
ist ein
fall
von
GeographicArea
%n{nicht} und
eventLocated
** Entity
C and
** GeographicArea
und
** RealNumber
MilesPerHour
(s) ist gleich
Mean10MinutesWindSpeedFn
** GeographicArea
and die
zeit
des Bestehens von
** Entity
C %n{nicht} und
** RealNumber
ist
groesserAlsOderGleich
64.0 %n{nicht}
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