Capacitor Charge Calculator

Chart kulipira kapena kutulutsa curve ya RC circuit ndi nthawi yosasinthasintha ndi mphamvu.

V
µF
Ω
s
Kulipira kwathunthu (C) —
Kusunga mphamvu (J) —
Nthawi yosasinthasintha τ (s) —
Voltage nthawi (V) —
Kukhazikika nthawi 5τ (s) —

Zithunzizi zimasintha monga momwe mumalemba.

Kodi izi calculator anakupatsani yankho labwino?

Zachidule

Capacitor charge is the electric charge a capacitor holds in the field between its plates, Q = C × V in coulombs, and the energy stored is E = ½ × C × V² in joules, so doubling the voltage quadruples the stored energy. When you charge a capacitor through a series resistor, the voltage does not jump instantly — it rises along the curve V(t) = V × (1 − e^(−t/τ)); discharging, it falls along V(t) = V × e^(−t/τ). Both are governed by the time constant τ = R × C, the natural timescale of the RC circuit.

After one time constant the capacitor reaches about 63% of the supply voltage when charging (or falls to 37% when discharging); after 5τ it is within 1% of its final value and is treated as fully charged or discharged. For example, a 1,000 µF capacitor charged through a 1 kΩ resistor has τ = 1,000 × 10⁻⁶ × 1,000 = 1 second, so it is 63% charged after 1 s and essentially full after 5 s. At 5 V that same capacitor stores Q = 0.001 × 5 = 0.005 C and E = ½ × 0.001 × 25 = 0.0125 J.

Enter the supply voltage, capacitance and series resistance and the calculator returns the full charge, the stored energy, the time constant, the settling time (5τ), the voltage at a chosen instant, and the whole charge or discharge curve. These numbers are the everyday basis for RC timing circuits, power-supply smoothing, debounce delays, flash-photography energy storage and the turn-on delays in analogue electronics.

Mafunso ofunsidwa nthawi zambiri

Kodi ndi nthawi yosasinthasintha ya RC mzere?

Nthawi yosasintha τ = R × C ndi nthawi yolipira mpaka pafupifupi 63% ya voltage yopatsa.Pambuyo pa 5τ capacitor amaonedwa kuti ndi yokwanira (> 99%).

Kodi mphamvu yambiri imasunga bwanji capacitor?

Energy is E = ½ × C × V². A 1000 µF capacitor at 5 V stores ½ × 0.001 × 25 = 0.0125 joules.

Kodi pali kusinthana pakati pa kulipira ndi kutulutsa?

Charging rises toward the supply as V(1 − e^(−t/τ)); discharging falls from the starting voltage as V·e^(−t/τ). Both reach ~99% of the change after 5 time constants.

Kodi ndalama zingati ndi capacitor kusonkhana?

Kulipira ndi Q = C × V mu coulombs. A 1,000 µF capacitor pa 5 V ali 0.001 × 5 = 0.005 C. Kukula capacitance kapena kupitilira muyeso onse kusungira zambiri kulipira, m'madera oyenera.

Kodi nthawi yayitali bwanji mpaka capacitor ndi yoyenera?

Practically, after five time constants (5τ = 5RC) it is within about 1% of the supply and treated as full. With a 1 kΩ resistor and 1,000 µF capacitor τ is 1 s, so it is essentially charged after roughly 5 seconds.

Kodi peresenti ndi kukwaniritsidwa pambuyo nthawi iliyonse yosasinthasintha?

Kutulutsa kwamagetsi kumafika 63% pambuyo pa 1τ, 86% pambuyo pa 2τ, 95% pambuyo pa 3τ, 98% pambuyo pa 4τ ndi 99% pambuyo pa 5τ.Kutulutsa kumatsatira chithunzi cha mirror: 37%, 14%, 5%, 2% ndi 1% zimasungidwa pamalo omwewo.

N'chifukwa chiyani kuwonjezera mzere resistor pa zonse?

Zosapanga dzimbiri zimapanga kulemera kwamagetsi. Zosapanga dzimbiri zimapanga kulemera kwamagetsi. Zosapanga dzimbiri zimapanga kulemera kwamagetsi. Zosapanga dzimbiri zimapanga kulemera kwamagetsi. Zosapanga dzimbiri zimapanga kulemera kwamagetsi.

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API — kugwiritsa ntchito izi calculator kuchokera code

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Chithunzi

GET https://calculator.free/api/v1/capacitor-charge/

curl

curl "https://calculator.free/api/v1/capacitor-charge/?mode=charge&voltage=5&capacitance=1000&resistance=1000"

JavaScript fetch()

const r = await fetch(
  "https://calculator.free/api/v1/capacitor-charge/?" + new URLSearchParams({
    "mode": "charge",
    "voltage": "5",
    "capacitance": "1000",
    "resistance": "1000"
  }));
const data = await r.json();
console.log(data.results);

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