Synchronous mode

If the masses are displaced in an arbiPary way or arbiPary initial velocities are given to them, the motion is asynchronous, a complex mixture of synchronous and antisynchronous motion. But the point here is that even this complex motion can be broken down into two normal modes. In this example, the synchronous mode of motion has a lower frequency than the antisynchronous mode. This is generally Pue in systems with many modes of motion, the mode of motion with the highest symmePy has the lowest frequency. 

Synchronization can only be accomplished with the emergency stop circuitry in the normal mode, previously described. If there is an emergency fault during the synchronization process, the e-stop contact will open and override the synchronization mode. 

Press the sync control button to synchronize the defibrillator o Look for markers on R waves indicating synchronized mode o If needed, adjust monitor gain until synchronized markers... 

Barros, M. R. X., and Becker, P. C. 1993. Two-color synchronously mode-locked femtosecond Ti sapphire laser. Opt. Lett. 18 631-33. 

Moore CA, Goldberg LS. Tunable UV and IR picosecond pulse generation by nonlinear mixing using a synchronously mode-locked dye laser. Optics Comm 1976 16 21-25. 

In this definition different m n synchronization modes are already accounted for. Eq.(2.1) can be rewritten as... 

A more versatile flip-flop than the RS type is called a clocked flip-flop (Fig. 23.13), which can be used for counting operations. The clocked flip-flop has direct set Su and direct clear Cj, inputs that operate in the same manner as the S and C inputs of the RS flip-flop. (This is commonly called asynchronous operation, since no timing requirements are made.) For asynchronous operation, the same truth table as presented in Table 23.4 can be used, by substituting and for S and C. The clocked flip-flop has, however, another mode of operation called the synchronous mode. In the synchronous mode, information is entered into the flip-flop through... 

CO oxidation on both the Ru and the Pt simultaneously. This is a somewhat unexpected result, and one that needs further study. The apparent greater effectiveness of the small amount of Ru on the Pt surfaces in the PtRu Mix catalyst vs. the PtRu Alloy catalyst, as exhibited in Fig. 15, is consistent with the effect of Ru island size as noted above for methanol. Small Ru islands, such as those in the PtRu Mix catalyts, cause the BF mechanism to be more effective at lower overpotentials, whereas larger islands promote the ligand effects. Consequently, more OH can be provided by the smaller islands on the PtRu Mix, before the CO mobility finally goes into synchronous mode and poisons these sites. 

C. Pulse-Shape Dependence on Cavity Length in Synchronous Mode-Locking... 

SPONTANEOUS GAMMA DECAY IN THE SYSTEM OF SYNCHRONIZED MODES OF ELECTROMAGNETIC VACUUM... 

Let us perform the analysis of another model, when the nucleus interacts with a system of fully synchronized modes. 

Nanomaterials in the form of a colloidal solution or quantum dots are attributed to have a tremendous impact in analytical chemistry for their unique physical and chemical properties (Alivisatos 2004 Katz and Willner 2004). A different methodology has been adopted to analyse vitamin Bi spectro-fluorimetrically by using cadmium selenide quantum dots (CdSe QDs), cadmium telluride (CdTe) nanorods, and silica and gold nanoparticles. A fluorescence resonance Rayleigh scattering (RRS) method was applied for determining vitamin Bi at sub-nanomolar level (Liu et al. 2006). In this technique, vitamin Bi was mixed with acidic buffer and prepared gold nanoparticles. After incubation, the solution mixture was excited in synchronous mode to obtain RRS spectra. The RRS spectral intensity correlated with the concentration of vitamin Bi. 

The experimental investigation of three-dimensional instabilities of film flows is presented in the paper by Liu, Schneider and Gollub (1995) and several distinct transverse instabilities are found to deform the travelling waves a synchronous mode (in which the deformations of adjacent wave front are in phase) and a subharmonic mode (in which the modulations of adjacent wave front are out of phase - in this case the herringbone patterns result). 

J.B. Atkinson, J. Becker, and W. Demtroder, Cavity Length Detuning Characteristics of the Synchronously Mode-Locked CW Dye Laser , IEEE Quant. Electr. 15, 912 (1979). 

Gadomski, A. e. a. (2006). Formation of soft material in terms of a coupled matter migration-and-relaxation picture a synchronous mode. Materials Science-Poland 24(No. 4) 935-949. 

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