We present the pseudostate-close-coupling method using a non-orthogonal Laguerre-L2 basis function for the calculations of electron-helium scattering. Our method is a frozen-core model of the target in which one of the electrons is restricted to the 1s He+ orbital, as has been used with great success recently. We demonstrate its applicability at a range of projectile energies of 5 to 50 eV to scattering from the ground state to n $\le $ 2 states. Generally good agreement with experiments and the other calculations is obtained with the available differential and total cross-sections. On occasion, there is not good agreement with experiments, particularly at the forward and backward angles for projectile energy in the range 30 to 50...
The accuracy of several pseudostate basis sets for calculating second-order amplitudes is determined...
The Laguerre-based convergent close coupling method is used to calculate the electron-impact excitat...
In the preceding paper [Konovalov et al., Phys. Rev. A 84, 032707 (2011)] we used the J -matrix (JM)...
We present the pseudostate-close-coupling method using a non-orthogonal Laguerre-L2 basis function f...
Differential cross sections for excitation to the n=2 states of atomic helium by electrons were comp...
The close-coupling method relies on the reformulation of the Schrödinger equation into an infinite s...
In this paper first we consider a helium atom in LS coupling configuration. We use a product of a ra...
We present a general analysis of the close-coupling equations for e-He scattering. We show why the s...
The convergence of the close-coupling formalism is studied by expanding the target states in an orth...
We apply the fully quantum-mechanical convergent close-coupling method to the calculation of antipro...
The convergent close-coupling approach developed by the authors is applied to positron scattering fr...
Text includes handwritten formulasDevelopments in the theory of electron scattering from molecules a...
We apply a new implementation of the convergent close-coupling (CCC) method to electron–helium scatt...
An L2 expansion of Yamani and Reinhardt [I975] which employs non-orthogonal, square integrable funct...
The analytical treatment of the Green's function in the convergent close-coupling method (Bray et al...
The accuracy of several pseudostate basis sets for calculating second-order amplitudes is determined...
The Laguerre-based convergent close coupling method is used to calculate the electron-impact excitat...
In the preceding paper [Konovalov et al., Phys. Rev. A 84, 032707 (2011)] we used the J -matrix (JM)...
We present the pseudostate-close-coupling method using a non-orthogonal Laguerre-L2 basis function f...
Differential cross sections for excitation to the n=2 states of atomic helium by electrons were comp...
The close-coupling method relies on the reformulation of the Schrödinger equation into an infinite s...
In this paper first we consider a helium atom in LS coupling configuration. We use a product of a ra...
We present a general analysis of the close-coupling equations for e-He scattering. We show why the s...
The convergence of the close-coupling formalism is studied by expanding the target states in an orth...
We apply the fully quantum-mechanical convergent close-coupling method to the calculation of antipro...
The convergent close-coupling approach developed by the authors is applied to positron scattering fr...
Text includes handwritten formulasDevelopments in the theory of electron scattering from molecules a...
We apply a new implementation of the convergent close-coupling (CCC) method to electron–helium scatt...
An L2 expansion of Yamani and Reinhardt [I975] which employs non-orthogonal, square integrable funct...
The analytical treatment of the Green's function in the convergent close-coupling method (Bray et al...
The accuracy of several pseudostate basis sets for calculating second-order amplitudes is determined...
The Laguerre-based convergent close coupling method is used to calculate the electron-impact excitat...
In the preceding paper [Konovalov et al., Phys. Rev. A 84, 032707 (2011)] we used the J -matrix (JM)...