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Tactical use of Laser Rifles/Carbines

Thanks!
As my memory concerning energy calculations is a bit foggy (is 1 watt = 1 Joul [sp?] over a second?), could someone please translate these figures into kw/sec or kw/h?
 
Hi !

If we only have the information, that pulse energy is 10 to 60 kJ, we cannot calculate the actual power need exactly.

So, power would be energy / pulse duration.
E.g. if pulse energy is 10 KJ and pulse duration is perhaps 1/1000 second, power would be
10 KJ/0.001s = 10000 KW or just 10 MW.

Hu, quite powerful, isnt it.
Ok, a pulse duration of 1/100 second would bring it down to 1 MW

Perhaps longer durations might be not practical, because you would have to chase the target with your laser pointer and target hit area becomes too large...
 
I'd say the pulse would be quite short - LBB8 lists a small number of Kw/H (15 IIRC) as enough to power a laser-rifle to emit one pulse per comat turn (i.e. 15 seconds).
 
15 Kw over 15 seconds is 225 KJ.
15 Kw hours is 54 megajoules

where is my LBB8?

OTOH, a 7.62mm rifle bullet has about 8 KJ, so 10-60 Kj seems reasonable.
 
Originally posted by Employee 2-4601:
So, if I understand right, 10KJ = 10 Kw/sec?
Not quite right, you've got your operators messed up.

10 kW = 10 kJ/sec (10 kJ per second)
10 kJ = 10 kW*sec (10 kW for one second)
 
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