2013
DOI: 10.1088/0953-4075/46/24/245701
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Ionization channel of continuum lowering in plasmas: effects of plasma screening, electric and magnetic fields

Abstract: Calculations of continuum lowering (CL) in plasmas evolved from ion sphere models to dicentre models of the plasma state. One of such theories—a percolation theory—calculated CL defined as an absolute value of energy at which an electron becomes bound to a macroscopic portion of plasma ions (a quasi-ionization). Previously one of us derived analytically the value of CL in the ionization channel which was disregarded in the percolation theory. In the present paper we study how the value of CL in the ionization … Show more

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Cited by 6 publications
(3 citation statements)
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“…The value of μ is very close to 1 (details are in equation ( 19)), so that k=μR≈R=(L 2 /Z)r. Therefore, α≈wZk≈wZ(L 2 /Z)r=wL 2 r≈(L 2 /3)r, which for the excited electron and most values of the scaled internuclear distance is a number significantly greater than 1. Thus, the term in equation (13) with the exponential function can be neglected, and this approximation yields (using equation (12))…”
Section: Analytical Calculations Of Classical Energy Termsmentioning
confidence: 99%
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“…The value of μ is very close to 1 (details are in equation ( 19)), so that k=μR≈R=(L 2 /Z)r. Therefore, α≈wZk≈wZ(L 2 /Z)r=wL 2 r≈(L 2 /3)r, which for the excited electron and most values of the scaled internuclear distance is a number significantly greater than 1. Thus, the term in equation (13) with the exponential function can be neglected, and this approximation yields (using equation (12))…”
Section: Analytical Calculations Of Classical Energy Termsmentioning
confidence: 99%
“…Thus, we obtain the parametric dependence ε 1 (r) for the given b, r, Z, L, N, n with the parameter w taking all values in the allowed range 0<w<w 1 , w 3 <w<1 according to equations ( 14) and (15). This dependence can be simplified further by introducing the parameter [13] w…”
Section: Analytical Calculations Of Classical Energy Termsmentioning
confidence: 99%
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