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IEEE transactions on ultrasonics, ferroelectrics, and frequency control, ISSN 0885-3010, 1985
Journal
2010, 1, ISBN 9780470387641, xxiii, 620
<b>The first book to combine the two most important wireless technologies</b> <p>This is a single, comprehensive, timely reference on the... 
Computing and Processing | Phased array antennas | Adaptive antennas | Design and construction | Handbooks, manuals, etc | Radio frequency identification systems | Communications Engineering
Book
2011, ISBN 9781596932302, xv, 214
Book
Journal of Fluid Mechanics, ISSN 0022-1120, 5/2007, Volume 579, pp. 137 - 161
Thiria, Goujon-Durand & Wesfreid (J. Fluid Mech. vol. 560, 2006, p. 123), it was shown that vortex shedding from a rotationally oscillating cylinder at... 
BENARD-VONKARMAN INSTABILITY | MEAN FLOW | MECHANICS | REYNOLDS-NUMBER | CIRCULAR-CYLINDER | FREQUENCY SELECTION | PHYSICS, FLUIDS & PLASMAS | CONVECTION | SPATIALLY DEVELOPING FLOWS | GLOBAL MODES | ROTATIONALLY OSCILLATING CYLINDER | SIMILARITY | Fluid dynamics | Mechanical engineering | Reynolds number | Physics | Wakes | Fluid mechanics | Article | Forced wakes stability | Critical Value | Forcing conditions | Transition line | Eigenvalue | Mean | Stability calculation | Rational function | Oscillating motion | Control parameters | Frequency | Forcing amplitude | Saddle point localization | Dispersion relation | Forcing frequency | Velocity modulus | Frequency distribution | Linear saddle-point criterion | Global frequency | Global stability property | Reverse-flow region | Magnitude | Velocity field | Laser sheet | Growth rate | Local absolute frequency | Local convective instability | Linear frequency | Absolute pulsation | Average | Direct numerical simulation | Global selected frequency | Global mode shape | Velocity | Hydrodynamic tunnel | Forcing condition | Amplitude | Downstream distance | Velocity fluctuations | Absolute unstable region | Absolute growth rate | Global modes | Hot-film probe | Hydrodynamic tunnel test section | Absolute pulsation COOr | Spatial structure of global mode | Critical value of forcing amplitude | Predicted global stability properties of forced wa | Shape of global mode | Component of velocity | Possible bifurcation of cylinder | Cylinder under forcing conditions | Control parameters of oscillating motion | Typical flow visualization | Downstream distance from cylinder | Fourier spectra of velocity fluctuations | Natural shedding frequency | Forcing frequencies | Velocity modulus of unforced case | Eigenvalues | Results of stability calculation of local profiles | Theoretical predicted linear frequencies (Hz) | Experimental predicted linear frequencies (Hz) | Values of Re | Predicted frequency values (Hz) | Forcing frequency of uncontrolled case | Spatial distribution of absolute growth rate | Spatial distribution of absolute frequency | Evolution of absolute unstable region | Experimental hot-film measurements | Growth rate of frequency | Local absolute instability | Wake fluctuation | Hot-film measurements | Frequency spectra (Hz) | Shape of global modes | Renormalized values of Pm | CCD camera | Interpolation of data | Rational function Pn | Dispersion relation in complex x-plane | Localization of saddle point | Flows corresponding to envelopes | Magnitude of instability | Typical velocity field | PIV for uncontrolled case | Shadow of cylinder created by laser sheet | Fluids | Vortex shedding | Amplitudes | Vortices | Fluid flow | Oscillations | Stability analysis | Cylinders
Journal Article
Journal Article
2010, ISBN 0309146860, xviii, 230
"Radio observations of the cosmos are gathered by geoscientists using complex earth-orbiting satellites and ground-based equipment, and by radio astronomers... 
Government policy | Radio frequency allocation | Management
Book
2008, Communications engineering series, ISBN 0750682094, ix, 493
Book
2006, 1st ed., ISBN 9780471772552, xvii, 261
A new and innovative paradigm for RF frequency synthesis and wireless transmitter design. Learn the techniques for designing and implementing an all-digital RF... 
Frequency synthesizers | Metal oxide semiconductors, Complementary | Equipment and supplies | Wireless communication systems | Design and construction | TECHNOLOGY & ENGINEERING | Electronics | General | Circuits | Electrical Engineering
Book
Nonlinear Dynamics, ISSN 0924-090X, 7/2007, Volume 49, Issue 1, pp. 259 - 284
This study is devoted to the experimental validation of a theoretical model of large amplitude vibrations of thin spherical shells described in a previous... 
Automotive and Aerospace Engineering, Traffic | Engineering | Vibration, Dynamical Systems, Control | Non-linear vibrations | Internal resonance | Mechanics | Shallow spherical shells | Mechanical Engineering | Experiments | Geometrical nonlinearities | non-linear vibrations | FORCED VIBRATIONS | internal resonance | CIRCULAR PLATES | BEHAVIOR | experiments | shallow spherical shells | NORMAL-MODES | LARGE-AMPLITUDE VIBRATIONS | ENGINEERING, MECHANICAL | MECHANICS | geometrical nonlinearities | OSCILLATIONS | Article | Frequency response curve measurement | Charge amplifier | Noise synthesizer | Sine synthesizer | Power amplifier | Excitation frequency (Hz) | Frequency sweep | Amplitude value (mm) | Forcing level (N) | Asymmetric mode | Experimental frequency (Hz) | Theoretical angular frequency | Axisymmetric mode | Theoretical frequency of shell (Hz) | Mode number | Experimental frequency of shell (Hz) | Theoretical frequency response | Instability region | Modal analysis | Experimental frequency response | Phase value | Spherical cap with accelerometers | Spherical cap with excitation device | Coil-magnet exciter | Geometry of shell | Spherical profile of shell | Radius of shell (mm) | Profile of shell (mm) | Time evolution of [s]A | Amplitude value | Time evolution of [s] C | Fixation of shell with nylon threads | Nodal diameter of mode | Location of magnet | Location of accelerometers | Location of laser beam | Accelerometer | Acoustic pressure excitation | Frequency response function modulus (dB) | Frequency response (Hz) | Frequency range (Hz) | Shell during C 1 coupling | RMS velocity amplitude of shell | Amplitude of mode 3 (mm) | Forcing levels (N) | Experimental boundary of instability region | Time (s) | Frequency response | Accelerometer A in steady state (m/s) | Poer amplifier | Spectrum analyzer | Frequency response curves | Signal synthetizer | Laser vibrometer | SDOF frequency response | Forcing levels | Boundary of instability region | Shell during C2 coupling | Output frequency response | Input frequency response | Cutoff frequency (Hz) | Scanning laser vibrometer | Deflection shape estimation | Devices used during modal analyzes | Powre amplifier | Radially centered magnet | Electromagnetic exciter | Magnet position at rest | Coil cavity | Frequency response of shell (Hz) | Amplitude value (Hz) | Rim excitation | Center excitation | Mode profile | Radius value | Experimental deflection shape | Phase difference | Excitation frequency | Axisymmetric | Vibration | Amplitudes | Asymmetry | Resonant frequency | Driving | Spherical shells | Nonlinearity | Mathematical models | Joining | Vibrations | Engineering Sciences | Mechanical engineering
Journal Article