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Springer Series in Plasma Science and Technology-The Physics of Laser Plasmas and Applications - Volume 2

Springer Series in Plasma Science and Technology-The Physics of Laser Plasmas and Applications - Volume 2

60,99 €

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Code-barres: 9783031454752

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    Springer Series in Plasma Science and Technology-The Physics of Laser Plasmas and Applications - Volume 2
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This open access book (Volume 2) is part of the series "The Physics of Laser Plasmas and Applications." This open access book (Volume 2) is part of the series "The Physics of Laser Plasmas and Applications." It serves as an introduction to the physics of compressible hydrodynamics, which is used to describe the temporal evolution of plasmas generated by intense laser irradiation of solid surfaces. For the benefit of students and young researchers, the book presents the fundamental equations and provides a comprehensible explanation of solutions to intricate fluid phenomena. It builds upon the concept of plasma generation through the heating of matter via the classical absorption of a laser, as expounded in Volume 1. The high-temperature plasma resulting from the laser interaction manifests in diverse hydrodynamic occurrences like shock waves and expansion waves. The initial sections of this book expound the essentials of compressible hydrodynamics, magnetohydrodynamics (MHD), and the physics of shock waves. The transfer of laser energy within an expanding plasma towards regions of higher density is achieved through electron and X-ray transport mechanisms. In both instances, conventional diffusion models prove inadequate, necessitating mathematical frameworks founded on the Boltzmann equation. The conveyed energy engenders ablation pressure, equivalent to tens of millions of atmospheres, on the solid surface. This pressure initiates powerful shock waves propagating through the solid material. The propagation of these shock waves is delineated for scenarios involving planar and spherical geometries. The text also introduces various solutions pertaining to convergent and divergent shocks in spherical geometries using self-similar models. The discourse then shifts towards…

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