0982681014

Flat Flex

Flat Flex cables are a type of electrical wiring that is specifically designed for use in flat applications where space constraints are a priority. They use flexible flat conductors that are tightly paired together and protected with a durable insulation to provide a low-cost but reliable connection in a variety of applications. Flat flex cables are offered in a variety of sizes, shapes, and materials to accommodate most applications and are often used in automotive, marine, lighting, and medical applications.

Ribbon Jumper Cables

Ribbon jumper cables are a type of electrical wiring that is designed for use in a variety of applications, such as high-speed data communication, audio/video systems, military/aerospace, and other industrial applications. They feature a flat strip of multiple conductors that are pre-stretched and permanently affixed to a flexible backing material. The backing material is generally made of an UL-listed thermoplastic material and the conductors are made from copper alloy to provide superior electrical and mechanical performance. Ribbon jumper cables are ideal for applications that require flexibility and are often used in computer networking, automotive, and consumer audio/video systems.

0982681014 Application Field and Working Principle

The 0982681014 is a type of flat flex cable that is especially suited for use in high-frequency applications such as in the automotive, audio/video, medical, and military/aerospace industries. It features a pair of high-frequency (50-500MHz) flat Flexible Twisted-Pair (FTP) conductors that are tightly bonded together to form a low-cost, reliable connection. The insulated conductors are then surrounded by a durable insulation material to protect the conductors from exceptional environmental threats. The 0982681014 can be used for RF signal transmission, power transmission, and grounding applications and is IEEE-compliant. Its working principle is based on the Faraday principle, which states that an electric current in a conductor will induce a magnetic field around the conductor. This magnetic field will, in turn, induce a current in any other nearby conductors.