W. Q. Zhao

Publication List Details

Period

1999 - 2007

Number

10

Co-Authors

Iterative Solution for Generalized Sombrero-shaped Potential in $N$-dimensional Space (2007)

Zhao, W. Q.

An explicit convergent iterative solution for the lowest energy state of the Schroedinger equation with generalized $N$-dimensional Sombrero-shaped potential is presented. The condition for the...

Convergent Iterative Solutions of Schroedinger Equation for a Generalized Double Well Potential (2007)

Friedberg, R., Lee, T. D., Zhao, W. Q.

We present an explicit convergent iterative solution for the lowest energy state of the Schroedinger equation with a generalized double well potential $V=\frac{g^2}{2}(x^2-1)^2(x^2+a)$. The condition...

Iterative Solutions for Low Lying Excited States of a Class of Schroedinger Equation (2006)

Friedberg, R., Lee, T. D., Zhao, W. Q.

The convergent iterative procedure for solving the groundstate Schroedinger equation is extended to derive the excitation energy and the wave function of the low-lying excited states. The method is...

Convergent Iterative Solutions for a Sombrero-Shaped Potential in Any Space Dimension and Arbitrary Angular Momentum (2005)

Friedberg, R., Lee, T. D., Zhao, W. Q.

We present an explicit convergent iterative solution for the lowest energy state of the Schroedinger equation with an $N$-dimensional radial potential $V=\frac{g^2}{2}(r^2-1)^2$ and an angular...

Variational-Iterative Solution of Ground State for Central Potential (2002)

Zhao, W. Q.

The newly developed iterative method based on Green function defined by quadratures along a single trajectory is combined with the variational method to solve the ground state quantum wave function...

A Convergent Iterative Solution of the Quantum Double-well Potential (2001)

Friedberg, R., Lee, T. D., Zhao, W. Q., Cimenser, A.

We present a new convergent iterative solution for the two lowest quantum wave functions $\psi_{ev}$ and $\psi_{od}$ of the Hamiltonian with a quartic double well potential $V$ in one dimension. By...

A New Method to Derive Low-Lying N-dimensional Quantum Wave Functions by Quadratures Along a Single Trajectory (2000)

Friedberg, R., Lee, T. D., Zhao, W. Q.

We present a new method to derive low-lying N-dimensional quantum wave functions by quadrature along a single trajectory. The N-dimensional Schroedinger equation is cast into a series of readily...

Relations Between Low-lying Quantum Wave Functions and Solutions of the Hamilton-Jacobi Equation (1999)

Friedberg, R., Lee, T. D., Zhao, W. Q.

We discuss a new relation between the low lying Schroedinger wave function of a particle in a one-dimentional potential V and the solution of the corresponding Hamilton-Jacobi equation with -V as its...

Calexcitin interaction with neuronal ryanodine receptors.

Nelson, T J, Zhao, W Q, Yuan, S, Favit, A, Pozzo-Miller, L, Alkon, D L

Calexcitin (CE), a Ca2+- and GTP-binding protein, which is phosphorylated during memory consolidation, is shown here to co-purify with ryanodine receptors (RyRs) and bind to RyRs in a...

Calexcitin interaction with neuronal ryanodine receptors.

Nelson, T J, Zhao, W Q, Yuan, S, Favit, A, Pozzo-Miller, L, Alkon, D L

Calexcitin (CE), a Ca2+- and GTP-binding protein, which is phosphorylated during memory consolidation, is shown here to co-purify with ryanodine receptors (RyRs) and bind to RyRs in a...