
Allicdata Part #: | 160-101JS-ND |
Manufacturer Part#: |
160-101JS |
Price: | $ 14.73 |
Product Category: | Inductors, Coils, Chokes |
Manufacturer: | API Delevan Inc. |
Short Description: | FIXED IND 100NH 1.295A 75 MOHM |
More Detail: | 100nH Unshielded Inductor 1.295A 75 mOhm Max 2-SM... |
DataSheet: | ![]() |
Quantity: | 1000 |
50 +: | $ 13.25650 |
DC Resistance (DCR): | 75 mOhm Max |
Height - Seated (Max): | 0.080" (2.03mm) |
Size / Dimension: | 0.150" L x 0.120" W (3.81mm x 3.05mm) |
Supplier Device Package: | -- |
Package / Case: | 2-SMD |
Mounting Type: | Surface Mount |
Inductance Frequency - Test: | 25MHz |
Operating Temperature: | -55°C ~ 125°C |
Ratings: | -- |
Frequency - Self Resonant: | 600MHz |
Q @ Freq: | 50 @ 25MHz |
Series: | 160 |
Shielding: | Unshielded |
Current - Saturation: | -- |
Current Rating: | 1.295A |
Tolerance: | ±5% |
Inductance: | 100nH |
Material - Core: | Iron |
Type: | -- |
Part Status: | Active |
Packaging: | Bulk |
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The 160-101JS is an inductor used for quantum computing and related applications. This component is classified as a fixed inductor, due to its lack of variable inductance. The inductance of this part is fixed at 5uH. The 160-101JS is generally used in conjunction with other components such as resistors and capacitors to form simple resonant circuits. Its main application is to filter, amplify, or otherwise modify a given signal.
In general, an inductor is an electrical device constructed from a coil of wire that stores electrical energy in its magnetic fields. It is composed of two distinct components, the core and the coil. The core of the device is usually made from isolated iron and provides the inductor with its magnetic component. The coil is formed from a metallic or non-metallic conductor, often copper, and is looped many times to increase its inductance. It is in the coil where electrical energy is stored.
The working principle of the 160-101JS is based on Faraday\'s law of induction. According to this law, when an electric current flows through the wire of the coil, a magnetic field is produced. This field then induces a voltage in the coil; the magnitude of the voltage is proportional to the rate of change in the current, as governed by the equation: E= -L* dI/dt. The value of the induced voltage is also directly related to the inductance of the coil. Hence, when an AC current is applied to the 160-101JS, the voltage induced in the coil will exhibit a frequency dependent pattern; the magnitude and polarity of the induced voltage will vary depending on the frequency of the applied AC supply. This frequency-dependent voltage is used to filter, amplify, or otherwise modify the input signal.
The 160-101JS is also known as an RF choke. RF chokes are used in RF circuits to prevent the transmission of unwanted or too much energy in a specific frequency range. This inductor typically has high resistance when observed over a range of low frequencies. This high resistance limits the flow of DC or low frequency signals and allows for detection and control of high-frequency signals. The 160-101JS is thus useful for blocking out interference from nearby RF components in a circuit, allowing circuits to act as filters for select frequencies.
The 160-101JS is particularly useful in quantum computing. Quantum computers are a new frontier in computing, where the processing of information occurs through principles of quantum mechanics. A major challenge in quantum computing is controlling the state of the qubits; this can be achieved by adjusting the ancilla gates to create clouds of qubits. The 160-101JS can be used in this context as an inductor to provide controllable frequencies for the ancillary gates.
In summary, the 160-101JS is an inductor categorized as a fixed inductor. It stores electrical energy in its magnetic fields and works on Faraday\'s law of induction. Its main applications include signal filtering, amplification, blocking of unwanted frequencies, and quantum computing. The 160-101JS has an inductance of 5uH and provides controllable frequencies to ancillary gates for quantum computing.
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