Last ActiveJun 13, 2015
BirthdayNov 16, 2014 (11 years old)
Next BirthdayNov 16, 2026 (18 days)
Combat
Kills0
Losses39
Efficiency0%
Danger Ratio87%
ISK
Destroyed0
Lost3.53b
ISK Efficiency0%
Balance-3529508377
Solo
Solo Kills0
Solo Ratio0%
Final Blows0
Combat Points0
Other
NPC Losses5
NPC Loss Ratio13%
Avg Kills/Day0.00
ActivityInactive
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Bio
Capacitors are easy once you understand what they're used for. All a capacitor really does is... store energy! Duh! But how do they do that?
First, Capacitors block DC sine wave signals from a power source but not AC signals. This way, they can both charge and discharge as the circuit will allow. If a Capacitor has no energy in it, the resistance within the circuit will, temporarily, go to infinite ohms as the capacitor charges. This takes approximately 4 or 5 TCs (Time Constants) which is actually just fractions of a second. Nanoseconds.
Then, when the Capacitor is fully charged, it'll simply sit there with its charge, letting the current flow through the circuit/system as though it were never there. Once energy is cut off from the circuit is when it'll begin to discharge, acting almost like a power source itself! The formula for calculating Capacitance is this: C=Q/V, where Q is the charge on the conductor, V is the voltage, and C is the Capacitor itself.
First, Capacitors block DC sine wave signals from a power source but not AC signals. This way, they can both charge and discharge as the circuit will allow. If a Capacitor has no energy in it, the resistance within the circuit will, temporarily, go to infinite ohms as the capacitor charges. This takes approximately 4 or 5 TCs (Time Constants) which is actually just fractions of a second. Nanoseconds.
Then, when the Capacitor is fully charged, it'll simply sit there with its charge, letting the current flow through the circuit/system as though it were never there. Once energy is cut off from the circuit is when it'll begin to discharge, acting almost like a power source itself! The formula for calculating Capacitance is this: C=Q/V, where Q is the charge on the conductor, V is the voltage, and C is the Capacitor itself.
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