The excitation efficiency of a morphology-dependent resonance (MDR) by an incident beam is defined as the fraction of the beam power channeled into the MDR. The efficiency is calculated for a focused Gaussian beam of arbitrary width incident on either a spherical particle or a cylindrical fiber located at an arbitrary position in the plane of the beam waist. In each case a simple formula for the efficiency is derived by use of the localized approximation for the beam-shape coefficients in the partial-wave expansion of the beam. The physical interpretation of the efficiency formulas is also discussed. (C) 1998 Optical Society of America [S0740-3232(98)01512-9]
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The excitation efficiency of a morphology-dependent resonance (MDR) by an incident beam is defined a...
The excitation efficiency of a morphology-dependent resonance (MDR) by an incident beam is defined a...
The excitation efficiency of a morphology-dependent resonance (MDR) by an incident beam is defined a...
and is made available as an electronic reprint with the permission of OSA. The paper can be found at...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
Exact and distance-independent expressions for beam-shape coefficients (BSC's) in various cases are ...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
When a laser beam scatters from a microparticle whose shape deviates from that of a sphere, a number...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The excitation efficiency of a morphology-dependent resonance (MDR) by an incident beam is defined a...
The excitation efficiency of a morphology-dependent resonance (MDR) by an incident beam is defined a...
The excitation efficiency of a morphology-dependent resonance (MDR) by an incident beam is defined a...
and is made available as an electronic reprint with the permission of OSA. The paper can be found at...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
Exact and distance-independent expressions for beam-shape coefficients (BSC's) in various cases are ...
The S matrix for scattering a diagonally incident focused Gaussian beam by an infinitely long circul...
When a laser beam scatters from a microparticle whose shape deviates from that of a sphere, a number...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...
The effect that geometrical resonances of orbiting internally reflecting rays have on the morphology...