Split-operator spectral method for solving the time-dependent Schrödinger equation in spherical coordinates.
about
Charge-resonance-enhanced ionization of diatomic molecular ions by intense lasers.Control of high-order harmonic generation in strong laser fields.Photoionization of the hydrogen 4s state by a strong laser pulse: Bare-state dynamics and extended-charge-cloud oscillations.Ionization rates of H2+ in an intense laser field by numerical integration of the time-dependent Schrödinger equation.Calculation of photoemission from atoms subject to intense laser fields.Spectral difference Lanczos method for efficient time propagation in quantum control theory.Recent development of self-interaction-free time-dependent density-functional theory for nonperturbative treatment of atomic and molecular multiphoton processes in intense laser fields.Intensity enhancement in the molecular ionization and dissociation dynamics in the presence of noise.Improved production of Br atoms near zero speed by photodissociating laser aligned Br2 molecules.Angle-dependent strong-field molecular ionization rates with tuned range-separated time-dependent density functional theory.Origin of translocation barriers for polyelectrolyte chains.Time-dependent quantum simulation of coronene photoemission spectra.A fast method for solving both the time-dependent Schrödinger equation in angular coordinates and its associated "m-mixing" problem.A simple and efficient evolution operator for time-dependent Hamiltonians: the Taylor expansion.Investigating tunnel and above-barrier ionization using complex-scaled coupled-cluster theory.Wave-packet dynamics and photoionization in the Coulomb potential.Electron-pair wave packets.Photodissociation dynamics of H2S on new coupled ab initio potential energy surfacesContinuum resonance Raman scattering in bromine: Comparison of time-dependent calculations with time-independent and experimental results
P2860
Q31922111-5CCCDA19-EBEB-4380-8177-301D8212EECEQ31922588-DBE07A06-96A0-4767-999E-6D48EAD89C10Q31924114-E8235A0E-2E6E-4381-B1E3-18C07B63DA7CQ31925771-CEB4BCD6-8CB4-42D9-92D7-35C92E13B4D7Q31926222-6EBF77C8-B056-4276-96D7-9A9D71E08143Q33205019-C43F405A-9E01-438A-8A5F-06019D777D63Q33222269-4B1B1147-8E5F-4F99-8F11-7956D42D4863Q34323614-EF3B91FD-A50B-4BBD-8EA3-A9C86720C76DQ35384768-2C30247A-3ACB-4753-BFA6-ED77A48F65EEQ36127301-90BB5331-DE78-4D0F-9875-BFC9DA7A358DQ42955366-D9B21538-EFBE-4B6B-82B3-87C95246A639Q50653836-27C5D56D-DC8D-4A7A-951C-330B994532FBQ51794556-71DE6038-D607-4424-A821-D20DE2A963EAQ51913080-5FD28317-8B9C-451E-8882-8EA71A27696AQ52792501-D41E965D-C4DC-4877-AD4A-010AC737EEDBQ54355218-2F99462E-0CF0-4F8E-A351-503BEA144D5DQ54567715-E7822B07-73EB-4813-893A-CA6A5660B161Q58858662-B801A4E3-6012-447E-9A7D-C7E62F9FAFCDQ58858830-4F53A0F9-C7DD-48BF-8365-A5F6798CF715
P2860
Split-operator spectral method for solving the time-dependent Schrödinger equation in spherical coordinates.
description
1988 nî lūn-bûn
@nan
1988年の論文
@ja
1988年学术文章
@wuu
1988年学术文章
@zh
1988年学术文章
@zh-cn
1988年学术文章
@zh-hans
1988年学术文章
@zh-my
1988年学术文章
@zh-sg
1988年學術文章
@yue
1988年學術文章
@zh-hant
name
Split-operator spectral method ...... tion in spherical coordinates.
@en
Split-operator spectral method ...... tion in spherical coordinates.
@nl
type
label
Split-operator spectral method ...... tion in spherical coordinates.
@en
Split-operator spectral method ...... tion in spherical coordinates.
@nl
prefLabel
Split-operator spectral method ...... tion in spherical coordinates.
@en
Split-operator spectral method ...... tion in spherical coordinates.
@nl
P2860
P356
P1433
P1476
Split-operator spectral method ...... tion in spherical coordinates.
@en
P2093
Fleck JA Jr
Hermann MR
P2860
P304
P356
10.1103/PHYSREVA.38.6000
P407
P577
1988-12-01T00:00:00Z