منابع مشابه
A simple algorithm for spectral line deconvolution
The objective of this work is to develop a numerical procedure to subtract the instrumental function from a measured spectral line pro0le. The measuring device (for example, a Fabry–Perot Interferometer) distorts the spectral line pro0le and the experimentally measured one is a convolution of this pro0le and the instrumental function. Restoring the spectral line pro0le is strongly a5ected by nu...
متن کاملExperimental and numerical investigations in the near-burner region of a versatile multi-fuel burner
An experimental and numerical investigation on the effect of swirl on the motion of coal particles in the near-burner region of a versatile multi-fuel swirl-stabilised laboratory burner of total thermal input of 100kW, has been performed. The burner was designed as a scale model of a lOMW coal burner operating in a cement rotary kiln, produces flames of different aerodynamic characteristics, an...
متن کاملFixpoint Computation: Leaking Gas Burner
Real-time distributed system speciication and veriication in asynchronous propositional temporal logic. Let A be the integrator system deened in Figure 5. We use the xpoint computation procedure to prove that the formula y 60 ! 20t y is an invariant of A. It follows that the gas burner leaks at most one twentieth of the time in any interval of at least 60 seconds. Let R i = hpc = 1 ^ t = 0 ^ x ...
متن کاملRayleigh Scattering Temperature Measurements in a Swirl Stabilized Burner Original Citation Rayleigh Scattering Temperature Measurements in a Swirl Stabilized Burner
Rayleigh scattering temperature measurements were obtained in a turbulent reactive swirling coaxial jet discharged from a swirl-stabilized burner along the jet-flame centerline. They are reported up to 10 fuel nozzle diameters downstream of the burner exit at a Reynolds number of 29000. The effect of swirl numbers (S=0.3, 0.58, 1.07) on the temperature fields, the power spectral density of temp...
متن کاملA Simple Illustration of a Weak Spectral Cascade
The textbook first encounter with nonlinearity in a partial differential equation (PDE) is the first-order wave equation: ut + uux = 0. Often referred to as the inviscid Burgers equation, many are familiar with this equation in the theoretical contexts of characteristics, wavebreaking, or shock propagation. Another canonical behavior contained within this simplest of PDEs is the spectral cascad...
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ژورنال
عنوان ژورنال: Časopis pro pěstování matematiky a fysiky
سال: 1913
ISSN: 1802-114X
DOI: 10.21136/cpmf.1913.122117