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Speed parameters

Calculate the speed parameter 3 and the Lorenz factor 7 for the following particles an electron with EK = 1 MeV a proton with EK = 1 MeV a 12C nucleus with EK =12 MeV. [Pg.25]

This stage is to comply with stringent requirements for precise proportioning of thermal and pressure effects on processed material, which may be achieved by selecting worm section profiles and temperature-speed parameters. [Pg.168]

By using this complete derivative definition, the sonic speed and particle speed parameters are determined with respect to the time of a characteristic length, such as the below ... [Pg.123]

Figure 17.8 shows the form of a manufacturer s curve expressed in terms of pressure ratio. It is customary to plot the pressure ratio and the polytropic efficiency against the mass flow parameter, WYRwTfrr)/Pot, for a range of speed parameters, N/ RwTot- Manufacturers often omit the value of R, so that the groups are no longer dimensionless. An alternative formulation is to use the volume flow at compressor inlet ... [Pg.217]

Figure 17.8 Manufacturer s curve expressed in terms of pressure ratio vs. mass flow parameter, (kV>/7CTor)/(Piir), with speed parameter, A//( VfliTTor) as added variable. Figure 17.8 Manufacturer s curve expressed in terms of pressure ratio vs. mass flow parameter, (kV>/7CTor)/(Piir), with speed parameter, A//( VfliTTor) as added variable.
The formulation above used stagnation values of inlet and outlet pressure and temperature, but since the section inlet and outlet velocities will be small, little will be lost by using the actual values po Par, P2 Pit, To Tor, Ti Tit. Given the inlet temperature and the speed, the speed parameter, N/,yR ToT, may be calculated. Add to this a knowledge of the section s inlet and outlet pressures, from which to calculate Pi/Po, and the flow parameter, (W,/R Tot)/Pot, may be read off the projection of the characteristic curve onto the horizontal axis, usually after interpolation for the speed parameter. Mass flow, W, may then be disentangled from the flow parameter. A knowledge of both the speed and the flow parameters allows the polytropic efficiency to be found from a map (assumed provided) of equation (17.101). [Pg.218]

If the pressure-ratio method is to be used, then a knowledge of the compressor speed, N, the estimated inlet temperature, To., inlet pressure, poj, and outlet pressure, p2j = poj, make it possible to calculate first the speed parameter and then the mass flow, Wc., using the pressure ratio equation (17.102). The polytropic efficiency, /jp.,-, may then be calculated from equation (17.101). [Pg.218]

Theoretical analysis of UCOR process. Because the UCOR process has been characterized [R2] as a stationary-wall centrifuge, its performance for UFe/ UF separation can be represented by Eq. (14.276). The speed parameter is related to the given pressure ratio pfp =... [Pg.890]

In this context the question arises whether flame propagation behind a grid is accelerated by the same factor when comparing different methane-air-mixtures. For this comparison, the measured flame speed Vcc was related to that of a planar laminar flame front 6. This factor Vpp/( S,) indicates the intensity of the flame acceleration compared to planar laminar flame propagation. In Fig. 9 this reduced flame speed parameter is demonstrated for four different methane-air-compositions as a function of the reduced distance from the grid x/d (d rod diameter). [Pg.49]

The synchro-optic cell is adjusted to obtain a double exposition by a double-pulse generation (time interval 10-100 us, generally 60 us). Thus, the recorded object In two consecutive positions gives the speed parameters. [Pg.272]

Dimensionless speed parameter Dimensionless load parameter... [Pg.184]

Figure 1. Variation of dimensionless pressure In a elastohydrodynaniically lubricated conjunction for three values of dimensionless speed parameters while holding the dimensionless load and materials parameters fixed at W - 1.3 x 10 and G - 5007.2. Figure 1. Variation of dimensionless pressure In a elastohydrodynaniically lubricated conjunction for three values of dimensionless speed parameters while holding the dimensionless load and materials parameters fixed at W - 1.3 x 10 and G - 5007.2.
Dimensionless minimum film thickness-speed parameter... [Pg.248]

The dimensionless film-thickness formulae for Isovlscous-elastohydrodynamlc conditions may be expressed In terms of the dimensionless load-speed parameter (Mp) and the dimensionless film thlcknesss-speed parameter (h ) described by Moes and Bosma (29). [Pg.255]

Impact of wind speed parameters on the obtained results were analyzed on Case 1 model for different shape factor k values. Obtained results are given in Table 11 and Figure 4. [Pg.61]

Equatorial speed parameter used in experimental data... [Pg.1574]


See other pages where Speed parameters is mentioned: [Pg.435]    [Pg.39]    [Pg.136]    [Pg.1268]    [Pg.83]    [Pg.892]    [Pg.922]    [Pg.922]    [Pg.922]    [Pg.92]    [Pg.102]    [Pg.513]    [Pg.127]    [Pg.127]    [Pg.203]    [Pg.203]    [Pg.30]    [Pg.194]    [Pg.200]    [Pg.200]    [Pg.248]    [Pg.249]    [Pg.252]    [Pg.255]    [Pg.560]    [Pg.7]    [Pg.39]    [Pg.337]    [Pg.156]    [Pg.157]    [Pg.35]    [Pg.103]   
See also in sourсe #XX -- [ Pg.217 ]




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