The Natural Philosophy of Time |
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Seite 214
Consequently , since On ( T ) < t , it follows that 0 , ( T ) < 0 ( T ) , and hence 0 , ( t ) < 0 ( t ) , for any instant t . It follows that 0 , ( a ) < 0 ( a ) , and , since 0 ( a ) < ẞ , we deduce that On ( a ) < B . Because the ...
Consequently , since On ( T ) < t , it follows that 0 , ( T ) < 0 ( T ) , and hence 0 , ( t ) < 0 ( t ) , for any instant t . It follows that 0 , ( a ) < 0 ( a ) , and , since 0 ( a ) < ẞ , we deduce that On ( a ) < B . Because the ...
Seite 251
Since t ' = 0 when t1 = 0 , it follows that ( 0 ) = 0 , and hence we must have ( t ) = kt . Comparison with ( 5.27 ) yields k2 = a2 . In order to obtain the unique solution k = a , and hence ( t ) = at , where a is positive , we must ...
Since t ' = 0 when t1 = 0 , it follows that ( 0 ) = 0 , and hence we must have ( t ) = kt . Comparison with ( 5.27 ) yields k2 = a2 . In order to obtain the unique solution k = a , and hence ( t ) = at , where a is positive , we must ...
Seite 256
If t denotes the time assigned by A to epoch t ' at B , and r is the distance of B according to A at this epoch , then t2 = t + r / c , and hence dt v ' _dt2 V2 dť ' = ( 1 + i ) dr , dt ' where V , denotes the radial velocity of B with ...
If t denotes the time assigned by A to epoch t ' at B , and r is the distance of B according to A at this epoch , then t2 = t + r / c , and hence dt v ' _dt2 V2 dť ' = ( 1 + i ) dr , dt ' where V , denotes the radial velocity of B with ...
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Inhalt
UNIVERSAL TIME | 1 |
HUMAN TIME | 48 |
BIOLOGICAL TIME | 123 |
Urheberrecht | |
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according activity animals appears argued argument assigned associated assumed attention become believed biological body brain called clock concept concerned conclusion Consequently considered constant continuous corresponding definition depends determined direction discussion distance distinct duration effect Einstein's equation essential evidence example existence experience fact follows formula function fundamental future given hence hypothesis idea increase independent infinite instant interval involved later less light London mathematical matter means measure mechanism memory mind Moreover motion moving nature Nevertheless objects observer obtained occur organisms origin particles particular past perception period philosophers physical position possible precedes present Press principle problem processes reference regarded relation relative respect result reversal rhythms scale sense sequence signal similar simultaneous space spatial Special Relativity speed succession suggested temperature temporal theory thought uniform universe whereas whole