| Allicdata Part #: | 1308525-ND |
| Manufacturer Part#: |
1308525 |
| Price: | $ 9.88 |
| Product Category: | Uncategorized |
| Manufacturer: | TE Connectivity AMP Connectors |
| Short Description: | LIGHTRAX F/O DUCTING SYSTEMS |
| More Detail: | N/A |
| DataSheet: | 1308525 Datasheet/PDF |
| Quantity: | 1000 |
| 1 +: | $ 8.97750 |
| Series: | * |
| Part Status: | Active |
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1308525 application field and working principle is a term used to describe the application of electromagnetic induction, or the electromagnetic force, when applied to a body or object capable of withstanding its effects. This application can be used for a variety of purposes. Most commonly, it is used to generate an electrical current in an object such as a wire, a coil, or an antenna in order to create an incoming signal that can then be amplified or modulated in order to create an output signal. When applied to a conductor, it is usually referred to as the electric field, and when applied to an antenna or other object, it is usually referred to as the magnetic field.
The principles of electromagnetic induction can be applied in several different fields. In electrical engineering, for example, the principle is used to build inductors and capacitors, as well as components for filters, power supplies, and communication systems. In the field of physics, the principle can be applied to create AC and DC motors, generators, and transformers. In the medical field, it is used in the form of MRI scans to create clear images of the inner workings of the body. In the field of space exploration, the principle can be used to receive and process radio signals from distant planets and stars.
On a more fundamental level, electromagnetic induction can be understood from a mathematical standpoint. Maxwell\'s equations provide a basis for understanding the motion of electric charges in a magnetic field. At the basis of this equation lies a mathematical expression describing the relationship between the electric and magnetic fields, which can be written:
E = MC2,where E represents the electric field, M represents the magnetic field, and C represents a constant. This equation describes the interaction between the two fields and is commonly referred to as Faraday\'s law. Faraday\'s law states that the electric field can induce a magnetic field when an electric charge moves through it, and vice versa.
When a coil of wire is used, the electric field can cause an electric current to flow through the wire. This is the basis of an inductor, which is used in many electrical circuits. In a power supply, an inductor is used to store the energy from the electrical current and then release it at a later time. In an AC circuit, the operation of the inductor is reversed, since the electric field can cause a current to flow through the wire in the opposite direction.
In order to determine the exact amount of energy that can be stored in an inductor, Faraday\'s law must be used. According to the equation, the inductance of the coil is determined by the number of turns in the coil times the area of the cross section of the coil. Additionally, the flux, which is the amount of electric current that can flow through the coil, is determined by the amount of magnetic force. The amount of inductance of a given coil can thus be determined by applying Faraday\'s law.
Another application of electromagnetic induction is in the form of antennas, which are used to transmit and receive radio signals. The electromagnetic force is used to induce a current in the antenna, which then creates a signal that can be detected by a receiver. The signal can then be amplified or modulated in order to create a useful output signal. The correct design of an antenna can make a huge difference in the quality of the signal, and radio engineers are continuously optimizing the design of antennas in order to receive the best possible signal.
In conclusion, electromagnetic induction is a phenomenon that can be applied in a variety of fields. It is frequently used in electrical engineering, physics, medicine, and space exploration. Its principles can be understood through Faraday\'s law, which is used to calculate the inductance of coils and the flux of antennas. It is an incredibly useful phenomenon that has enabled countless advances in these fields, and it is likely to continue to be applied in new and creative ways in the future.
The specific data is subject to PDF, and the above content is for reference
| Part Number | Manufacturer | Price | Quantity | Description |
|---|
| 1308907 | TE Connectiv... | 1.49 $ | 1000 | ALR- M SERIES |
| 1308719-1 | TE Connectiv... | 1.49 $ | 1000 | UTP VS. STP SYSTEMS FOR 1... |
| P-1308-CTA(52) | Hirose Elect... | 0.0 $ | 1000 | CONN RECEPT 8POS PLUG8 Po... |
| 1308073-1 | TE Connectiv... | 2.98 $ | 1000 | FAKRA RF CONNECTOR SYSTEM |
| 1308389 | TE Connectiv... | 4.16 $ | 1000 | TERMINAL BLOCKS |
| 1308072-1 | TE Connectiv... | 10.54 $ | 1000 | GAD AMP SUPERSEAL 1.0 CON... |
| 1308028-2 | TE Connectiv... | 12.47 $ | 1000 | GAD AUTOMOTIVE RELAY & SW... |
| 1308250 | TE Connectiv... | 29.46 $ | 1000 | AMPMODU SAMPLE KIT |
| 1308215 | TE Connectiv... | 2.24 $ | 1000 | HOLLOW SHAFT RESOLVER |
| 1308A 008U500 | Belden Inc. | 208.06 $ | 1000 | 4 #16 PE FRPVCConductor ... |
| A9BBG-1308F | TE Connectiv... | 5.08 $ | 347 | FLEX CABLE - AFF13G/AF13/... |
| 1308826 | TE Connectiv... | 0.15 $ | 1000 | MINI USB CONNECTOR/CABLE ... |
| 1308326 | TE Connectiv... | 0.62 $ | 1000 | COMPONENT SOL. FOR LIGHTI... |
| 1308096 | TE Connectiv... | 2.36 $ | 1000 | GEN PURPOSE RELAYS 2-1415... |
| 1308830000 | Weidmuller | 2.31 $ | 1000 | PM 5.00/16/90 3/5SN BK BX... |
| 130812-HMC907LP5E | Analog Devic... | 0.0 $ | 1000 | EVAL BOARD FOR HMC907LP5E |
| 1308374-1 | TE Connectiv... | 102.14 $ | 1000 | EXTRACTION TOOL |
| S-1308(09) | Hirose Elect... | 0.0 $ | 1000 | CONN RECEPT 8POS SOCKET8 ... |
| 1308 | Adafruit Ind... | 30.46 $ | 1000 | KIT CALCULATOR SPEKENZIEL... |
| 1308018-1 | TE Connectiv... | 7.9 $ | 1000 | GAD NANO RELAY |
| 1308876-1 | TE Connectiv... | 0.15 $ | 1000 | MODULAR PLUG APPLICATION ... |
| 1308A N3UU500 | Belden Inc. | 208.06 $ | 1000 | 4 #16 PE FRPVCConductor ... |
| 1308325 | TE Connectiv... | 0.62 $ | 1000 | COMPONENT SOLUTIONS FOR T... |
| 1308582 | TE Connectiv... | 12.33 $ | 1000 | TERMINAL BLOCK SAMPLE KIT |
| 130852-1 | TE Connectiv... | 42.48 $ | 1000 | CONN, GROUNDING, 26 P, W/... |
| 1308505 | Winchester I... | 14.54 $ | 10 | CONN ADAPT N PLUG TO F PL... |
| 031-1308-000 | ITT Cannon, ... | 10.59 $ | 241 | RP CON 12 HD LIF SKT CRIM... |
| A9CAG-1308F | TE Connectiv... | 3.94 $ | 1000 | FLEX CABLE - AFG13G/AF13/... |
| A9CAA-1308F | TE Connectiv... | 4.38 $ | 1000 | FLEX CABLE - AFG13A/AF13/... |
| 130852-2 | TE Connectiv... | 110.01 $ | 1000 | CONN, GROUNDING, 26 P, 0,... |
| 1308661 | TE Connectiv... | 0.08 $ | 1000 | HSSDC2 |
| 1308086-2 | TE Connectiv... | 0.76 $ | 1000 | GAD SENSOR TECHNOLOGY |
| 1308581 | TE Connectiv... | 2.98 $ | 1000 | MPI & MPISI SIDE INTERFAC... |
| 1308980 | TE Connectiv... | 4.73 $ | 1000 | HTS POWER CONNECTOR |
| 1308959 | TE Connectiv... | 0.22 $ | 1000 | FLEXISTRIP JUMPERS |
| 1308709-1 | TE Connectiv... | 0.76 $ | 1000 | ANC DATA CENTER |
| 13084211 | ITT Cannon, ... | 173.45 $ | 1000 | MDM26-G51-01PPosition C... |
| 1308093-2 | TE Connectiv... | 0.15 $ | 1000 | GAD ALTERNATIVE POWER SYS... |
| 1308642 | TE Connectiv... | 1.49 $ | 1000 | FOSC-500AA |
| 13080 | Desco | 0.27 $ | 1000 | BAG SHIELD METAL-OUT 10X1... |
DIODE GENERAL PURPOSE TO220
CB 6C 6#16 SKT RECP
CA08COME36-3PB-44
CA-BAYONET
CB 6C 6#16S SKT PLUG
CAC 3C 3#16S SKT RECP LINE
1308525 Datasheet/PDF