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Pulse shapes

Coulter purchased the rights to manufacture this instrument that they made available as the model TF Coulter counter. [Pg.458]

In 1969 Coulter s patented a conical entrance and exit but in 1970 they filed another patent which indicated a preference for cylindrical apertures over the contoured variety, possibly because of plugging difficulties. They also considered channeling the particles down the center of the aperture but rejected this approach as impractical. In 1973 they were issued a patent for a rounded orifice. [Pg.458]

Elkington and Wilson [48] examined narrow size distributions of particles and resolved an additional artifact peak, on the coarse side of the main or normal distribution, which was generated by particles moving non-axially through the aperture. They used a Coulter Zg, a Coulter Channelyzer C100 with edit on and edit off and a Coulter TF. [Pg.458]

A comparison between the TF system, the edit system and the standard system has been given by Lines [49], who also discusses the effect of using a long aperture tube. [Pg.458]


Fig. 8 Pulse shape (top) and spectrum (bottom) for a 2 MHz immersion probe with PZT (left) and composite transducer (right)... Fig. 8 Pulse shape (top) and spectrum (bottom) for a 2 MHz immersion probe with PZT (left) and composite transducer (right)...
Fig.6 shows the pulse shape at lOMHz in each point in Fig 5. As for measurement dB is constant because the material of the incidence of ultrasonic wave. The pulse amplitude has changed according to the thickness of the insert metal. Moreover, the direction of the first part of the pulse waveis different according to the material of the incidence of ultrasonic wave. [Pg.836]

The pulse shape in each point in Fig.7 (a) are shown in Fig.8 respectively. The direction of the intial part of pulse shape and pulse amplitude has changed by the defect position when the defect area s ratio Sr/So is a constant value. [Pg.837]

Fig.6 shows the pulse shape on the contact surface in ( i ), ( ii) and (iii) of Fig.5 The intial part of the pulse shapes on ( 1 ) and (ii ) became the minus direction. On the other hand,the intial part of the pulse shape on (iii) became the plus direction So that the pulse shape cause the reverse of the phase. Fig.6 shows the pulse shape on the contact surface in ( i ), ( ii) and (iii) of Fig.5 The intial part of the pulse shapes on ( 1 ) and (ii ) became the minus direction. On the other hand,the intial part of the pulse shape on (iii) became the plus direction So that the pulse shape cause the reverse of the phase.
The intial part of the pulse shapes are a direction of the minus as the incidence S45C side for the ultrasonic wave. [Pg.852]

On the other hand, the intial part of the pulse shapes on the Sa /So=20 ... [Pg.852]

So that the pulse shape cause the reverse of the phase. [Pg.852]

The next step, therefore, is to address the question how is it possible to take advantage of the many additional available parameters pulse shaping, multiple pulse sequences, etc—m general an E(t) with arbitrary complexity—to maximize and perhaps obtain perfect selectivity Posing the problem mathematically, one seeks to maximize... [Pg.274]

Figure Bl.10.2. Schematic diagram of a counting experiment. The detector intercepts signals from the source. The output of the detector is amplified by a preamplifier and then shaped and amplified friitlier by an amplifier. The discriminator has variable lower and upper level tliresholds. If a signal from the amplifier exceeds tlie lower tlireshold while remaming below the upper tlireshold, a pulse is produced that can be registered by a preprogrammed counter. The contents of the counter can be periodically transferred to an online storage device for fiirther processing and analysis. The pulse shapes produced by each of the devices are shown schematically above tlieni. Figure Bl.10.2. Schematic diagram of a counting experiment. The detector intercepts signals from the source. The output of the detector is amplified by a preamplifier and then shaped and amplified friitlier by an amplifier. The discriminator has variable lower and upper level tliresholds. If a signal from the amplifier exceeds tlie lower tlireshold while remaming below the upper tlireshold, a pulse is produced that can be registered by a preprogrammed counter. The contents of the counter can be periodically transferred to an online storage device for fiirther processing and analysis. The pulse shapes produced by each of the devices are shown schematically above tlieni.
The integral describes the spatial amplitude modulation of the excited magnetization. It represents the excitation or slice profile, g(z), of the pulse in real space. As drops to zero for t outside the pulse, the integration limits can be extended to infinity whereupon it is seen that the excitation profile is the Fourier transfonn of the pulse shape envelope ... [Pg.1523]

Narrow transitions (small a) yield large peak voltages and narrow pulse shapes (PIF q). The width at half height is given by equation 4 where... [Pg.173]

Acoustic Measurements. Measurement of the propagation of ultrasonic acoustic waves has been found useful for determining the viscoelastic properties of thin films of adhesives. In this method, the specimen is clamped between transmitting and receiving transducers. The change in pulse shape between successive reverberation of the pulse is dependent on the viscoelastic properties of the transmitting material. Modulus values can be calculated (267,268). [Pg.196]

Pulse shapes other than rectangular can be used to obtain the same result. Triangular or Gaussian pulses could be used, for example. The Umit must be taken as the pulse duration becomes infinitesimally short while the amount of injected tracer remains finite. Any of these limits will correspond to a delta function input. [Pg.546]

For studies in molecular physics, several characteristics of ultrafast laser pulses are of crucial importance. A fundamental consequence of the short duration of femtosecond laser pulses is that they are not truly monochromatic. This is usually considered one of the defining characteristics of laser radiation, but it is only true for laser radiation with pulse durations of a nanosecond (0.000 000 001s, or a million femtoseconds) or longer. Because the duration of a femtosecond pulse is so precisely known, the time-energy uncertainty principle of quantum mechanics imposes an inherent imprecision in its frequency, or colour. Femtosecond pulses must also be coherent, that is the peaks of the waves at different frequencies must come into periodic alignment to construct the overall pulse shape and intensity. The result is that femtosecond laser pulses are built from a range of frequencies the shorter the pulse, the greater the number of frequencies that it supports, and vice versa. [Pg.6]

Straightforward application of OCT as described above often results in a quite complicated pulse shapes and may especially introduce some high frequency components, which are difficult to realize experimentally, into the pulse. It is thus highly desirable to find an optimized pulse with spectral components within a predefined frequency range. With this end in view the projected search direction is subjected to a spectral filter... [Pg.53]

The rf transmitter amplifies an rf pulse signal of about 1 mW up to several W or up to several kW. The amplifier should work in a linear mode (class AB) because excitation pulse shape for slice selection must be reproduced. Class AB rf transmitters such as these with blanking gates are widely available commercially. [Pg.86]

Dazhu Y, Yongjun Z, Mobius S. 1991. Rapid method for alpha counting with extractive scintillator and pulse shape analysis. J Radioanal Nucl Chem 147(1) 177-189. [Pg.232]

The response of the overall structure may be determined by the same techniques described above. The difference between directly loaded elements and supporting elements is the force amplitude and pulse shape of the applied loading. The loading on the overall stmctural system is determined from the reaction force time histories from directly loaded elements. Note that the loads on supporting members, frames, or shear walls, in some cases, may comprise reaction forces from pressures acting on the front and back faces of the structure simultaneously, taking into account the different arrival times of the blast wave. [Pg.136]


See other pages where Pulse shapes is mentioned: [Pg.836]    [Pg.837]    [Pg.851]    [Pg.852]    [Pg.852]    [Pg.852]    [Pg.854]    [Pg.240]    [Pg.241]    [Pg.268]    [Pg.268]    [Pg.272]    [Pg.1974]    [Pg.1989]    [Pg.185]    [Pg.2334]    [Pg.83]    [Pg.210]    [Pg.19]    [Pg.19]    [Pg.366]    [Pg.366]    [Pg.62]    [Pg.157]    [Pg.158]    [Pg.492]    [Pg.31]    [Pg.53]    [Pg.78]    [Pg.84]    [Pg.77]    [Pg.194]   
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Adaptive pulse shaping

Analysing Shaped Pulses

Area, under pulse shape

Band selective shaped pulse

Beam pulse shapes

Broadband shaped pulses

Calibrations shaped pulses

Coherent pulse sequences shape

Combining Shaped Pulses and Pulsed Field Gradients Excitation Sculpting

Cooling using shaped pulses

Detector pulse shape

Diode lasers pulse shape

Excitation profiles shaped pulses

Excitation pulse, shaped

Excitation trajectories shaped pulses

Femtosecond pulse shaping

Fiber illumination and pulse shape

Fourier transformation pulse shapes

Gaussian-shaped pulses transfer

Lorentzian-shaped pulses

Mid-infrared pulse-shaping technology

Neutron—gamma pulse shape

Neutron—gamma pulse shape discrimination

Optimum pulse shape

Practical Aspects of Pulsed Field Gradients and Shaped Pulses

Pulse echo experiments, vibrational line shapes

Pulse shape absorption

Pulse shape radiation

Pulse shaping

Pulse shaping chirping

Pulse shaping technique

Pulse-Shape Discrimination (PSD)

Pulse-Shaped MOSFET Driver

Pulse-shape discrimination

Pulse-shaped emission with time delay

Pulse-shaping modification

Pulse-shaping technology excitation

Pure-phase pulse, shaped

RF Power Levels for Shaped Pulses and Spin Locks

Selective excitation shaped pulses

Selective shaped pulses

Shaped Pulses and Other Homonuclear Experiments

Shaped RF pulses

Shaped gradient pulses

Shaped pulse

Shaped pulse

Shaped pulse DANTE

Shaped pulse Gaussian

Shaped pulse bandwidth factor

Shaped pulse calibrating

Shaped pulse capability

Shaped pulse practical aspects

Shaped soft pulses

Shaping of Ultrashort Light Pulses

Sine-shaped gradient pulse

Specific pulse excitation, using shaped pulses

The Pulse Shape of a Proportional Counter

The optimum pulse shape

Universal pulse, shaped

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