Product Description:
*Electric power Inductor
*High power storage
*Easy insertion,low price
*Used in various electronic and industry products
Type  Specification  Inductance  Work Frequency  ITYPE INDUCTOR  φ1.8×2  1uH10uH  1KHz100MHz  φ4×6  1uH50uH  1KHz100MHz  φ6×8  1uH10uH  1KHz100MHz  φ8×10  1uH30uH  1KHz100MHz  φ9×12  1uH100uH  1KHz100MHz  φ12×14  10uH100uH  1KHz100MHz  φ14×16  10uH100uH  1KHz100MHz  φ16×18  10uH10uH  1KHz100MHz  φ18×18  100uH100uH  1KHz100MHz  φ18×20  100uH100uH  1KHz100MHz  φ22×24  10uH500uH  1KHz100MHz 
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 Q:a fully charged capacitor is connected to an inductor and a resistor. what is the value of tfe charge on the capacitor when time becomes lar?
 Depends on what the total circuit looks like. If both ends of the capacitor are connected to each other thought the resistor, and maybe the inductor, then the largetime charge will be zero.
 Q:Build Inductor at home?
 Depends on the type of inductor you want. If you want one that you can show is working, take a nail, one that you can pick up with a magnet. To to the hardware store and buy a roll of doorbell wire. Unwrap a single conductor, and wrap a couple hundred turns around the nail. Connect this to a battery and you'll find that you've created an electormagnet, able to turn the needle on a compass, or to pick up small metal objects.
 Q:A 22 mH inductor, an 14.0 resistor, and a 6.0 V battery are connected in series. The switch is closed at t 0?
 Ƭ R*C 22*14 0.308 sec At t 0  voltage across resistor Vr V(1e^0) V*0 0  voltage across inductor Vl V(e^0) V*1.00 6V At t Ƭ  voltage across resistor Vr V(1e^1) V*0.632 3.792 V  voltage across inductor Vl V(e^1) V*0.368 2.208 V
 Q:Real Inductor. Find the internal resistor and inductance?
 Ldi/dt +4i Vab, L(14) + R(4) 185 L(14) + R(4) 43 System of linear eqns, add together; 8R 228, R 28.5 ohm
 Q:trying to figure out the inductance of the inductor in the circuit, do i use peak to peak V or RMS V?
 Use RMS values Xl 2 x pi x F x L Z Sqroot of (R^2 + Xl^2) actually complete equation Z Sq Root of ( R^2 + (Xl  Xc)^2 ) for RLC circuit but in this case Xc zero Then V IZ More expensive multimeters have many functions including True RMS values and AC or DC current settings calculate Z as above measure Voltage RMS and then calculate AC current if you cannot measure it
 Q:Inductors in parallel?
 JUST ADD L4 VALUE TO THE LAST RESULT.
 Q:can anyone help me with this physics problem that asks for the inductance of an inductor that forms a coil!?!?
 The emf in the inductor is: V n*A*ΔB/Δt Calculate the area of the coil: A π*r^2 π*(.0014/2)^2 1.54*10^6 m^2 V 2050*(1.54*10^6)*(.23) 726*10^6 V Also: V L*dI/dt L V/(dI/dt) 726*10^6/(6.6*10^3) 110*10^3 H 110 mH
 Q:Simple AC Circuit Analysis of Inductor?
 The magnitude of the circuit impedance is equal to the inductive reactance provided by the inductance: L X ωL, but ω 200 rad/s so that X 200(0.25) 50 ohm while V 100 volts the phasor current for the circuit: I V/Z where V is the voltage phasor V 100 angle 0º and the complex impedance: Z jX j50 Therefore: I 100/(jX) j2 2 angle 90º The phasor current lags the phasor voltage by 90º.
 Q:Change of stored energy with an inductor?
 Situation 1: MPE1 1/2*L*I1^2 Situation 2: MPE2 1/2*L*I2^2 L doesn't change, since it only depends on geometry and core material properties of the inductor. Solve for L in situation 1: L 2*MPE1/I1^2 Substitute: MPE2 MPE1 * I2^2/I1^2 We are interested in MPE2  MPE1: MPE2  MPE1 MPE1*(I2^2/I1^2  1) Data: MPE1:0.195 J; I1:1.24 A; I2:6.47 A; Result: MPE2  MPE1 5.1138 Joules
 Q:what is resonance in rlc circuit,and how is energy stored in an inductor?
 1kWh3.6*10^6 J SO 3kWh3*3.6*10^610.8*10^6 J Inductors shop the potential in variety of magnetic container. potential saved by using inductor0.5*L*I^2 10.8*10^60.5*L*I^2 21.6*10^6L*I^2 L21.6*10^6/(9*10^4) L2.4*10^2240 H (Unit of inductance is Henry)
Our goods sell very well and gain a good reputation from the clients with our production scale, environmentally friendly products, excellent product quality, firstclass enterprise management, the most competitive price and perfect service.Our products have gained the international certifications, such as CQC, CE, RoHS, UL and so on.
1. Manufacturer Overview 
Location 
Shenzhen, Guangdong, China (Mainland) 
Year Established 
2006 
Annual Output Value 
US$2.5 Million  US$5 Million 
Main Markets 
North America; South America; Eastern Europe; Southeast Asia; Africa; Oceania; Mid East; Eastern Asia; Western Europe; Central America; Northern Europe; Southern Europe; South Asia; Domestic Market 
Company Certifications 
CE Certificates 
2. Manufacturer Certificates 
a) Certification Name 

Range 

Reference 

Validity Period 

3. Manufacturer Capability 
a)Trade Capacity 

Nearest Port 
Shekou,Yantian 
Export Percentage 
51%  60% 
No.of Employees in Trade Department 
35 People 
Language Spoken: 
English, Chinese 
b)Factory Information 

Factory Size: 
3,0005,000 square meters 
No. of Production Lines 
9 
Contract Manufacturing 
OEM Service Offered Design Service Offered Buyer Label Offered 
Product Price Range 
Average 