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Shift angle

The expressions shown so far for harmonics have zero phase shifts with respect to the fundamental. It is not uncommon for the harmonics to have a phase-angle shift with respect to the fundamental. Figure 4.8 depicts a fifth harmonic current waveform with and without phase shift from the fundamental. Expressions for the fifth harmonics with a phase-shift angle of 0 degrees are ... [Pg.88]

While the phase-shift angle has the effect of altering the shape of the composite waveform, the phase sequence order of the harmonics is not affected. [Pg.88]

The latter equations mean that the long-range double-spiral order exists in the singlet ground state of Hamiltonian (2). The pitch angle of each spiral is and there is a small shift angle A

unit cell contains two sites unless x = —... [Pg.777]

These equations mean that a spiral on each leg with pitch angle is formed and the shift angle between spirals on the upper and the lower legs is A

[Pg.784]

Fig. 10. Rheograms (phase shift angle, 8) and DSC thermograms for an 80% palm stearin blend in sesame oil. The graphs show the 1,10, and 30°C/min cooling rates used. Crystallization temperature 33°C. The dotted line is the induction time of crystallization by DSC. Fig. 10. Rheograms (phase shift angle, 8) and DSC thermograms for an 80% palm stearin blend in sesame oil. The graphs show the 1,10, and 30°C/min cooling rates used. Crystallization temperature 33°C. The dotted line is the induction time of crystallization by DSC.
Let us consider two ideal diffraction peaks 5i(0) and 52(9—rj) with equal intensity, but shifted relative to each other by an angle rj. The response functions of the diffractometer to these 5-functions are gi((p,9) and g2(response functions have the same form and intensity and, secondly, the shift between the response functions is vj. This led us to the convolution integral ... [Pg.170]

This must be balanced by the internal attractive Coulomb force between the displaced electron orbit and the nucleus as given by Equation (24) where Zi = z2 = 1, , = 1 in a vacuum and by considering the shift angle, Q... [Pg.32]

Fig. 7. A figure illustrating the definition of M.P.S., the mean plane separation, L.S., the lateral shift and S.A., the shift angle... Fig. 7. A figure illustrating the definition of M.P.S., the mean plane separation, L.S., the lateral shift and S.A., the shift angle...
For the elastic body stress and strain are in phase , no lag occurs. The elastic body responds instantaneously to an external change. There is no phase shift angle it is zero. [Pg.135]

The relationship (Equation (26)) reveals that in a perfect liquid the phase shift angle of stress and strain is tcH. Figure 10 illustrates the phase shift 5for a viscoelastic body. It becomes obvious that zero strain amplitnde coincides with maxi-mnm of stress for a perfect liquid. In other words, in a perfect liqnid, stress and rate of strain are in phase rather than stress and strain. Strain lags behind stress by kH. It follows for the phase shift angle 5 ... [Pg.135]

This shift angle expresses the relative amount of damping and corresponds to the phase shift in the oscillations of the various state variables of the oscillator, as can be seen in the expressions of the individual efforts ... [Pg.581]

To overcome some of the problems associated with the variable frequency control of resonant converters, they are operated at a fixed frequency (Kit Sum, 1988 Bhat, 1988). A number of configurations and control methods for fixed-frequency operation are available in the literature (Bhat (1988) gives a list of papers). One of the most popular methods of control is the phase-shift control (also called clamped mode or PWM operation) method. Figure 10.89(b) illustrates the clamped mode fixed-frequency operation of the modified SRC shown in Fig. 10.89(a). The load power control is achieved by changing the phase-shift angle

[Pg.1090]

Mg. 8 Storage (G, crosses) and loss (G", gray squares, gray diamonds) moduli, and phase-shift angle (5° black squares, black diamonds) of 4 g/100 g montmorillonite suspensions at pH 6.3 and pH 5 as a function of the applied shear stress at 25 0.1 °C... [Pg.214]

The transfer characteristic of the amplifier (Vo/Vi) has now been represented in terms of a magnitude (gain) and a phase shift angle 0, such that... [Pg.149]

The locus of eq. (3.68) is schematically shown in Figure 3.10 with a radius of Rp/2. This figure is known as the Nyquist plot, from which the maximum phase shift angle and polarization resistance become... [Pg.101]

On the other hand. Figure 3.12 shows schematic Bode plots for the circuit in Figure 3.8a with three polarization resistance values. This type of plots show the effect of angular frequency on the impedance and phase shift angle. [Pg.102]

Figure 5.13 Shift angle and coordinate of contact point on the left side... Figure 5.13 Shift angle and coordinate of contact point on the left side...
Then, the emission lifetime is evaluated by a best-fitting procedure (non-linear least-squares analysis) over the shift angles and the modulation degrees obtained at... [Pg.177]

Fig. 10. Frequency dependence of phase shift angle. 1) At EVj of prewave 2) at EV2 of main wave. The composition of the solution is the same as in Fig. 9. Fig. 10. Frequency dependence of phase shift angle. 1) At EVj of prewave 2) at EV2 of main wave. The composition of the solution is the same as in Fig. 9.
Figures 2a. and b show the dependence of the impedance components of the mercury electrode on potential in a solution of 1.2-lO"" mole/liter riboflavin + 0.1 N perchloric acid. The C, E and G, E curves each contain two peaks, corresponding to the half-wave potentials of the prewave and the main wave of the polarogram. Figure 9 shows the frequency dependence of extreme values for the impedance components, converted to the series circuit, and Fig. 10 shows the frequency dependence of the corresponding phase shift angles. The double layer capacity (Cdi =0.8 MF) and electrolyte resistance (Rj2 = 15 required for the conversion were measured in a solution of the supporting electrolyte at frequencies of 200 and 64,000 rad/sec, respectively. In order to reduce the resistance of the electrolyte the measurements were carried out in a solution of 1 N perchloric acid. Figures 2a. and b show the dependence of the impedance components of the mercury electrode on potential in a solution of 1.2-lO"" mole/liter riboflavin + 0.1 N perchloric acid. The C, E and G, E curves each contain two peaks, corresponding to the half-wave potentials of the prewave and the main wave of the polarogram. Figure 9 shows the frequency dependence of extreme values for the impedance components, converted to the series circuit, and Fig. 10 shows the frequency dependence of the corresponding phase shift angles. The double layer capacity (Cdi =0.8 MF) and electrolyte resistance (Rj2 = 15 required for the conversion were measured in a solution of the supporting electrolyte at frequencies of 200 and 64,000 rad/sec, respectively. In order to reduce the resistance of the electrolyte the measurements were carried out in a solution of 1 N perchloric acid.
Justification for this assumption is found in the fairly large phase shift angle - cot0 = 0.3.)... [Pg.194]


See other pages where Shift angle is mentioned: [Pg.201]    [Pg.408]    [Pg.77]    [Pg.65]    [Pg.353]    [Pg.189]    [Pg.72]    [Pg.262]    [Pg.263]    [Pg.263]    [Pg.581]    [Pg.194]    [Pg.209]    [Pg.214]    [Pg.150]    [Pg.98]    [Pg.99]    [Pg.100]    [Pg.419]    [Pg.188]    [Pg.177]    [Pg.353]    [Pg.169]    [Pg.372]    [Pg.224]    [Pg.196]    [Pg.196]   
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