Andere Kunden interessierten sich auch für
![Lectures on the Theory of Exothermic Flows behind Shock Waves]( "Lectures on the Theory of Exothermic Flows behind Shock Waves")
Lectures on the Theory of Exothermic Flows behind Shock Waves37,99 €![Rogue and Shock Waves in Nonlinear Dispersive Media]( "Rogue and Shock Waves in Nonlinear Dispersive Media")
Rogue and Shock Waves in Nonlinear Dispersive Media59,99 €![High Temperature Phenomena in Shock Waves]( "High Temperature Phenomena in Shock Waves")
High Temperature Phenomena in Shock Waves110,99 €![Shock Waves @ Marseille I]( "Shock Waves @ Marseille I")
Shock Waves @ Marseille I110,99 €![Hydrodynamics of Shock Waves in Supernovæ]( "Hydrodynamics of Shock Waves in Supernovæ")
Hydrodynamics of Shock Waves in Supernovæ38,99 €![Shock Waves in Dusty Plasmas with Fast Particles]( "Shock Waves in Dusty Plasmas with Fast Particles")
Shock Waves in Dusty Plasmas with Fast Particles36,99 €![Shock Waves @ Marseille IV]( "Shock Waves @ Marseille IV")
Shock Waves @ Marseille IV74,99 €
When two phase coherent laser beams are crossed at an
angle, the electric fields of
the beams produce a sinusoidal interference pattern.
Partial absorption of the electric
fields in a colloidal sample creates a sinusoidal
temperature field. The temperature
gradient then causes production of concentration
gradient in the sample, known as
the Ludwig-Soret effect or thermal diffusion.
Solutions to nonlinear partial differential
equations that describe the effect show that shock
waves analogous to fluid
shock waves are produced. A mathematical relation
between the shock speed and the
density fraction of one component, analogous to the
well-known Rankine-Hugoniot
equations, is derived. Self-diffraction and imaging
experiments show shock-like behavior
in colloidal systems governed by the thermal
diffusion.
angle, the electric fields of
the beams produce a sinusoidal interference pattern.
Partial absorption of the electric
fields in a colloidal sample creates a sinusoidal
temperature field. The temperature
gradient then causes production of concentration
gradient in the sample, known as
the Ludwig-Soret effect or thermal diffusion.
Solutions to nonlinear partial differential
equations that describe the effect show that shock
waves analogous to fluid
shock waves are produced. A mathematical relation
between the shock speed and the
density fraction of one component, analogous to the
well-known Rankine-Hugoniot
equations, is derived. Self-diffraction and imaging
experiments show shock-like behavior
in colloidal systems governed by the thermal
diffusion.