Resonance derivative ring
A technology of derivative ring and resonant ring, applied in electrical components, circuit devices, electromagnetic wave systems, etc., can solve the problems of low withstand voltage, monotonic coupling mode, limited energy distribution density, etc., to improve power, improve transmission power and efficiency, The effect of improving received power and efficiency
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example 1
[0042] Example 1, the composition form of the resonance derivation ring.
[0043] figure 1 Among them, an equivalent inductance L and an equivalent capacitance C are connected end to end to form a series LC resonant circuit, and the resonant frequency is the same as the operating frequency of the transmitting coil. The equivalent inductance L here includes: a single inductance; two and More than two inductances are formed in series, in parallel, or even in combination. The inductance includes air-core coils, coils wound on the skeleton and magnetic cores, such as Figure 2A and Figure 2B Inductor L1 in, and Figure 2C and Figure 2D The inductance L1 and the inductance L2; The equivalent capacitance C here includes: a single capacitance; two or more than two capacitances are connected in series, in parallel, or even in combination, such as Figures 2A-2D The equivalent capacitance C1 and the capacitance equivalent C2 in.
[0044] Commonly used resonance derivative rings ...
example 2
[0047] Example 2. The application of resonance derivative ring in AGV wireless charging.
[0048] AGV is the abbreviation of Automatic Guided Vehicle, which is the abbreviation of unmanned van. AGV is a kind of mobile industrial equipment. The power comes from the battery in the car. If it uses wired charging, it needs manual operation. Figure 3B It is the basic principle of wireless charging, in which the equivalent inductance L1 and the equivalent capacitance C1 are connected in series to form a resonance derivative ring, the receiving coil LR and the output capacitors CR1 and CR2 form a power output loop, and the transmitting coil LT and the transmitting capacitor CT form a transmitting loop; here The equivalent inductance L1 of the resonance derivative ring and the receiving coil LR are wound on the same magnetic core. The resonance derivative ring absorbs the magnetic energy from the transmitting circuit and converts it into electrical energy to generate resonance. The en...
example 3
[0049] Example 3, the application of the resonance derivative ring in long-distance transmission.
[0050] attached Figure 3AAmong them, the transmission circuit composed of coil LT and capacitor CT is a current-type transmission circuit. When working in the resonant state, the total current of the circuit is at the minimum state, so the transmission power is also the minimum; from the equivalent capacitors C1 and C2, the equivalent Inductors L1 and L2 are connected in series to form a resonance-derived loop in the form of L-C-L-C, in which the equivalent inductance L1 and the transmitting coil LT are wound on the same magnetic core, so the resonance-derived loop can absorb the energy of the transmitting loop and transfer it to the equivalent Re-transmission in the inductor L2 increases the transmission power in magnitude.
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