Advanced numerical methods for polarized line formation theory a thesis submitted for the award of the degree of Doctor of Philosophy in physics, the Mangalore University L. S. Anusha [Ph.D Thesis]

By: Contributor(s): Material type: TextTextPublication details: Bangalore Indian Institute of Astrophysics 2012Description: xxviii, 357pSubject(s): Online resources: Dissertation note: Doctor of Philosophy Mangalore University, Karnataka 2012 Summary: This thesis aims to develop methods to solve radiative transfer (RT) problems in several astrophysical contexts. A major part of the thesis is devoted to develop an understanding of the effects of multi- dimensional (multi-D) RT on the polarized line formation. We consider partial frequency redistribution (PRD) of line radiation in the presence/absence of external magnetic fields. The thesis consists of three parts. In the first part we develop modern numerical methods to solve the line RT equation in one-dimensional (1D) planar and spherical media. In the second part, we formulate and solve the problem of polarized line RT equation in multi-D media. In the third part we focus our attention on realistic modeling of the spectro-polarimetric observations of the linearly polarized spectrum of the Sun (the well known second solar spectrum).
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Thesis & Dissertations Thesis & Dissertations IIA Library-Bangalore General Stacks Available 19468

Thesis Supervisor Prof. Nagendra, K. N.

Doctor of Philosophy Mangalore University, Karnataka 2012

This thesis aims to develop methods to solve radiative transfer (RT) problems in several astrophysical contexts. A major part of the thesis is devoted to develop an understanding of the effects of multi- dimensional (multi-D) RT on the polarized line formation. We consider partial frequency redistribution (PRD) of line radiation in the presence/absence of external magnetic fields. The thesis consists of three parts. In the first part we develop modern numerical methods to solve the line RT equation in one-dimensional (1D) planar and spherical media. In the second part, we formulate and solve the problem of polarized line RT equation in multi-D media. In the third part we focus our attention on realistic modeling of the spectro-polarimetric observations of the linearly polarized spectrum of the Sun (the well known second solar spectrum).

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