
Allicdata Part #: | BFC238341512-ND |
Manufacturer Part#: |
BFC238341512 |
Price: | $ 0.57 |
Product Category: | Capacitors |
Manufacturer: | Vishay BC Components |
Short Description: | CAP FILM 5100PF 5% 1.4KVDC RAD |
More Detail: | 5100pF Film Capacitor 500V 1400V (1.4kV) Polypropy... |
DataSheet: | ![]() |
Quantity: | 1000 |
Moisture Sensitivity Level (MSL): | 1 (Unlimited) |
Lead Free Status / RoHS Status: | Lead free / RoHS Compliant |
1000 +: | $ 0.51440 |
Operating Temperature: | -55°C ~ 105°C |
Features: | -- |
Ratings: | -- |
Applications: | High Pulse, DV/DT |
Lead Spacing: | 0.591" (15.00mm) |
Termination: | PC Pins |
Height - Seated (Max): | 0.472" (12.00mm) |
Size / Dimension: | 0.689" L x 0.236" W (17.50mm x 6.00mm) |
Package / Case: | Radial |
Mounting Type: | Through Hole |
Series: | MMKP383 |
Dielectric Material: | Polypropylene (PP), Metallized |
Voltage Rating - DC: | 1400V (1.4kV) |
Voltage Rating - AC: | 500V |
Tolerance: | ±5% |
Capacitance: | 5100pF |
Moisture Sensitivity Level (MSL): | -- |
Part Status: | Active |
Lead Free Status / RoHS Status: | -- |
Packaging: | Bulk |
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Film Capacitors are a type of energy storing device used in a wide variety of applications, such as motors, filters, motors, switched mode power supplies and chargers both in consumer and industrial electronics. They are usually composed of a plastic film with electrode layers, and are typically branded or represented by Part Number such as BFC238341512. In this article, the application field and working principle of BFC238341512 will be discussed in detail.
Application Fields
Film capacitors provide a variety of different solutions for application-specific needs, and BFC238341512 are no exception. Common applications for BFC238341512 include power supply decoupling circuits, bypass or coupling circuits for high and low frequencies, and energy storage in pulse circuits. Due to their low leakage current and high capacitance, BFC238341512 capacitors are widely used in power supplies, telecommunication equipment, electronic apparatus, home theaters, and electric motors.
Working Principle
Film Capacitors, such as BFC238341512, are basically composed of a dielectric material, such as polyester film, nano-carbon and metalized surfaces, which act as the electrodes. When two metalized surfaces, such as anode and cathode, are maintained in an "in-line" position, a thin dielectric layer between them forms a capacitor with voltage structure. This voltage structure is the basic principle that a film capacitor works on, storing electrical energy in the form of a voltage potential.
When a voltage is applied across the electrodes of the capacitor, an electric field is formed inside the dielectric layer. The strength of the electric field depends on the voltage applied between the electrodes and the dielectric constant of the material present between the electrodes. This results in a separation of the electric charges in the film, creating a charge-bleeding path with a blocked path of conduction. The charge that accumulates in the capacitor tends to oppose the electric field, thus providing the dielectric polarization.
The higher the dielectric permittivity of the material, the thicker the dielectric layer can be. This also affects the capacitance of the capacitor. The capacitance is the measure of how much electric charge is stored in the capacitor for a given voltage applied between the electrodes. The capacitance of a capacitor is further governed by its physical dimensions. The size of the capacitor affects the parallel proportion of the capacitance.
Final Words
BFC238341512 are film capacitors which offer a wide variety of applications including power supply decoupling, bypass and coupling circuits, and energy storage in pulse circuits. BFC238341512\'s working principle is based on the voltage structure generated by two metalized surfaces with a dielectric material in the form of polyester film, nano-carbon and metalized surfaces between them. The higher the dielectric permittivity of the material, the thicker the dielectric layer can be and the higher the capacitance of the capacitor. Furthermore, the physical size of the capacitor will also affect its capacitance.
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