Calculating resonant frequency lc

    • [PDF File] Design of a Two-band Loaded Dipole Antenna - ARRL

      http://5y1.org/file/18905/design-of-a-two-band-loaded-dipole-antenna-arrl.pdf

      The reactance of a parallel LC circuit is, ( ) 2 0 1 L X w w w w − = − (1) where w 0 is the resonant frequency of the circuit. It is more convenient for our purposes to re-write this equation in terms of w 0 and X 0 the magnitude of the reactance of either of the components at the resonant frequency. With some algebraic manipulation we get ...

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    • [PDF File] Q Calculations of L-C Circuits and Transmission Lines: A

      http://5y1.org/file/18905/q-calculations-of-l-c-circuits-and-transmission-lines-a.pdf

      This equation is for calculating the Q above resonance. Equations 10 and 12 may be combined by taking the absolute value of 1 Im Z in the first numerator term. Equation 14 gives the Q factor of a parallel RLC circuit, for use below and above the resonant frequency. 11 Im Im 1 2Re d Zd Z Q Z Z Z ªº ªº «» «» ¬¼ ¬¼ ªº «» ¬¼ (Eq 14)

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    • [PDF File] Review of Research Status and Development Trends of …

      http://5y1.org/file/18905/review-of-research-status-and-development-trends-of.pdf

      Sensors 2015, 15 13100 2 min 2 1 (1 ) S 48 k ff Q =++ (1) where k is the coupling coefficient between the inductance coils of the antenna and the sensor, and Q is the quality factor of the sensor. If k is sufficiently low and Q is sufficiently high, the resonant frequency of the sensor in a harsh environment can be determined by monitoring the …

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    • [PDF File] Q Factor Measurements on L-C Circuits - ARRL

      http://5y1.org/file/18905/q-factor-measurements-on-l-c-circuits-arrl.pdf

      at the resonant frequency f 0, and the loaded Q (Q L) is calculated with Equation 3. 0 L f Q BW = [Eq 3] The obtained bandwidth, BW, is a func-tion of the coupling, and another calculation is required to get Q U, the unloaded Q. When the input to output coupling is identical, we use Equation 4. 20log U U L Q Loss Q Q = − [Eq 4]

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    • [PDF File] The Fundamentals of RF Inductors - Coilcraft, Inc.

      http://5y1.org/file/18905/the-fundamentals-of-rf-inductors-coilcraft-inc.pdf

      What is the Self Resonant Frequency of an inductor? Real inductors have turn-to-turn winding capacitance that acts as if it were a parallel circuit element. The self-resonant frequency (SRF) of an inductor is the frequency at which the inductive reactance is equal in magnitude to the capacitive reactance of the windings. At the SRF, the ...

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    • [PDF File] Chapter 2 Introduction to Phase Noise - California Institute of …

      http://5y1.org/file/18905/chapter-2-introduction-to-phase-noise-california-institute-of.pdf

      The phase noise of an ideal linear LC oscillator due to the Nyquist-Johnson noise is analyzed by Leeson.4 Figure 2.3 shows that the Nyquist-Johnson noise source associated with the resistor injects noise current into a LC tank circuit. The impedance of the LC tank with a quality factor Q and the resonant frequency ω0 at offset frequency ω

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    • [PDF File] Unit 4 - Lecture 9 - RF cavities - Fermilab

      http://5y1.org/file/18905/unit-4-lecture-9-rf-cavities-fermilab.pdf

      Figure of merit for accelerating cavity: power to produce the accelerating field. Resistive input (shunt) impedance at accelerating voltage. relates power dissipated in walls to. R =. in. V 2(t) V 2 P = o 2P = Q L C. Linac literature commonly defines “shunt impedance” without the …

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    • [PDF File] RESONANCE FREQUENCIES OF PZT PIEZOCERAMIC DISKS:

      http://5y1.org/file/18905/resonance-frequencies-of-pzt-piezoceramic-disks.pdf

      In equation (1) determinant of the matrice A must equal zero. The coefficient of the matrice for a fixed and are functions of the frequency alone as expressed in (2)-(5), δ and the relationships in (6) and (7). The natural frequencies are found by searching for σ Ω. zeros of the determinant using the Matlab software.

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    • [PDF File] Second-Stage LC Filter Design - Ridley Engineering

      http://5y1.org/file/18905/second-stage-lc-filter-design-ridley-engineering.pdf

      the location and characteristics of the resonant frequencies shown in Figure 3 . These poles are given by: There are two resonances— a low frequency resonance, and a high frequency resonance. The first resonant frequency is calculated from the circuit of Figure 4 . where C p is the parallel combination of capacitors: 20 0-40-80-120 0.1 1 10 ...

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    • [PDF File] 15. LCR Oscillators - University of Rochester

      http://5y1.org/file/18905/15-lcr-oscillators-university-of-rochester.pdf

      LC or ω = 1 √ LC. Thus the charge and the current oscillate periodically in time. The period is T = 2π ω and the frequency is f = ω 2π = 1 2π √ LC. At time t =0the charge is at a maximum value Q 0. The capacitor discharges. If there was no inductance, the charge would drop to zero very quickly. But the inductance produces an e.m.f ...

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    • [PDF File] MT-101: Decoupling Techniques - Analog Devices

      http://5y1.org/file/18905/mt-101-decoupling-techniques-analog-devices.pdf

      The self-resonant frequency of the capacitor is the frequency at which the reactance of the capacitor (1/ωC), is equal to the reactance of the ESL (ωESL). Solving this equality for the resonant frequency yields: 2 ESL C 1 fRESONANCE π ⋅ = . Eq. 1 All capacitors will display impedance curves which are similar in general shape to those shown.

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    • [PDF File] Measuring Self Resonant Frequency - Coilcraft, Inc.

      http://5y1.org/file/18905/measuring-self-resonant-frequency-coilcraft-inc.pdf

      Figure 1. Inductor Model. At the SRF of an inductor, all of the following conditions are met: The input impedance is at its peak. The phase angle of the input impedance is zero, cross-ing from positive (inductive) to negative (capacitive). Since the phase angle is zero, the Q is zero. The effective inductance is zero, since the negative ca ...

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    • [PDF File] Frequency Response - MIT Mathematics

      http://5y1.org/file/18905/frequency-response-mit-mathematics.pdf

      Frequency Response 3 3. Frequency Response and Practical Resonance The gain or amplitude response to the system (1) is a function of w. It tells us the size of the system’s response to the given input frequency. If the amplitude has a peak at wr we call this the practical resonance frequency. If the damping b gets too large then, for the

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    • [PDF File] RLC Resonant Circuit - University of Iowa

      http://5y1.org/file/18905/rlc-resonant-circuit-university-of-iowa.pdf

      Exp. E11: RLC Resonant Circuit 11 -7 Figure 11-4. Frequency response of RLC resonance circuit, from Eq. 11.19. The voltage V R measured across the resistor of the RLC series circuit are predicted to look like this. Two curves are shown: one for R = 1 kΩ and 10 kΩ. Otherwise L = 0.32 H and C = 0.1 µF are the same for the two curves.

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    • [PDF File] Automatic resonant frequency tracking for DCX-LLC based on …

      http://5y1.org/file/18905/automatic-resonant-frequency-tracking-for-dcx-llc-based-on.pdf

      The proposed automatic resonant frequency tracking scheme emulates the resonant current Ir by the high-pass RC filter Csam and Rsam in the sampling circuit. If the switching frequency of the LLC resonant converter is fs, the impedance of the sampling RC series branch can be written as follows: Zsampling| =√R2. | | +.

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    • [PDF File] An introduction to LLC resonant half-bridge converter

      http://5y1.org/file/18905/an-introduction-to-llc-resonant-half-bridge-converter.pdf

      are based on a "resonant inverter", i.e. a system that converts a DC voltage into a sinusoidal voltage (more generally, into a low harmonic content ac voltage), and provides ac power to a load. To do so, a switch network typically produces a square-wave voltage that is applied to a resonant tank tuned to the fundamental component of the square ...

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    • [PDF File] How to measure Self Resonant Frequency

      http://5y1.org/file/18905/how-to-measure-self-resonant-frequency.pdf

      L. Figure 1. Inductor Model. At the SRF of an inductor, all of the following conditions are met: The input impedance is at its peak. The phase angle of the input impedance is zero, crossing from positive (inductive) to negative (capacitive). Since the phase angle is zero, the Q is zero. The effective inductance is zero, since the negative ...

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    • [PDF File] Lab 4: Resonant Circuits - Louisiana Tech University

      http://5y1.org/file/18905/lab-4-resonant-circuits-louisiana-tech-university.pdf

      Figure 1: The parallel LC resonant circuit. Figure 2: Frequency response of parallel LC circuit. giving a peak in the response there. The circuit response is as shown in Figure 2. This feature is utilized to con rm one of Fourier’s claims where Fourier series for a square wave, SW(!t) = ˇ 4 (sin(!t) + 1 3 sin(3!t) + 1 5 sin(5!t) + 1 7 sin(7!t) )

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    • [PDF File] Experiment 12: AC Circuits - RLC Circuit - Illinois Institute of …

      http://5y1.org/file/18905/experiment-12-ac-circuits-rlc-circuit-illinois-institute-of.pdf

      or written in terms of the angular frequency as!= 1 p LC (9) The maximum value of the current occurs when the driving angular frequency matches the natural angular frequency (Eq:1) at resonance. In this lab we will study an RLC circuit with an AC source to create a resonant system. Procedure and Analysis: 1.

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    • [PDF File] Quality factor, Q - UC Santa Barbara

      http://5y1.org/file/18905/quality-factor-q-uc-santa-barbara.pdf

      The significance of this is that QL can be used to predict the bandwidth of a resonant circuit. We can see that higher QL leads to narrower bandwidth. L o Q BW ω = where 1 o LC ω= 1. So, large C will increase the loaded Q at a given resonant frequency and reduce bandwidth. 2. Or, we could vary Gtotal. How?

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    • [PDF File] 11. The Series RLC Resonance Circuit - Hunter College

      http://5y1.org/file/18905/11-the-series-rlc-resonance-circuit-hunter-college.pdf

      frequency of the signal generator voltage. What we actually have control over is the signal generator voltage frequency f measured in Hz and w=2pf is the relationship between the two frequencies. Combining equations (1) through (3) above together with the time varying signal generator we get Kirchoff's loop equation for a series RLC circuit. ...

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    • [PDF File] Power Tips: Calculate an R-C snubber in seven steps

      http://5y1.org/file/18905/power-tips-calculate-an-r-c-snubber-in-seven-steps.pdf

      The seven-step procedure shown in Table 1 uses a common methodology that shifts the resonant frequency of the ringing to calculate the circuit’s parasitic capacitance (C o) and inductance (L). Once you know those, you can calculate the snubber capacitor ( Csnub) and resistor (Rsnub). I took the example waveforms in Figure 1 and Figure

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    • [PDF File] Resonance in Circuits - Hamilton College

      http://5y1.org/file/18905/resonance-in-circuits-hamilton-college.pdf

      Building a LC Circuit to find the resonant frequency: Before building the LRC circuit, we must first find the natural frequency of the circuit. While it is possible to calculate the resonant frequency of the circuit using # 0=1/√.4, this will likely yield an incorrect result. Unfortunately, the value of the inductance has an uncertainty of around

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    • [PDF File] Lecture 4: R-L-C Circuits and Resonant Circuits - Ohio State …

      http://5y1.org/file/18905/lecture-4-r-l-c-circuits-and-resonant-circuits-ohio-state.pdf

      K.K. Gan 6 Resonant Frequency: At the resonant frequency the imaginary part of the impedance vanishes. For the series RLC circuit the impedance (Z) is: At resonance (series, parallel etc): At the resonant frequency the following are true for a series RLC circuit: |V R | is maximum (ideally = V in) φ = 0 V ☞ The circuit acts like a narrow band pass filter.

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