Citation: D. Britz, TIME SHIFT ARTIFACTS AND START-UP PROTOCOLS WITH THE BDF METHOD IN ELECTROCHEMICAL DIGITAL-SIMULATION, Computers & chemistry, 22(2-3), 1998, pp. 237-243
Citation: D. Britz, STABILITY OF THE BACKWARD DIFFERENTIATION FORMULA (FIRM) APPLIED TO ELECTROCHEMICAL DIGITAL-SIMULATION (VOL 21, PG 97, 1997), Computers & chemistry, 22(2-3), 1998, pp. 267-267
Citation: Lk. Bieniasz et al., THE EFFECT OF THE DISCRETIZATION OF THE MIXED BOUNDARY-CONDITIONS ON THE NUMERICAL STABILITY OF THE CRANK-NICOLSON ALGORITHM OF ELECTROCHEMICAL KINETIC SIMULATIONS, Computers & chemistry, 21(6), 1997, pp. 391-401
Citation: D. Britz, STABILITY OF THE BACKWARD DIFFERENTIATION FORMULA (FIRM) APPLIED TO ELECTROCHEMICAL DIGITAL-SIMULATION, Computers & chemistry, 21(2), 1997, pp. 97-108
Citation: T. Green et D. Britz, KINETICS OF THE DEUTERIUM AND HYDROGEN EVOLUTION REACTIONS AT PALLADIUM IN ALKALINE-SOLUTION, Journal of electroanalytical chemistry [1992], 412(1-2), 1996, pp. 59-66
Citation: D. Britz et Ra. Antonia, A COMPARISON OF METHODS OF COMPUTING POWER SPECTRA OF LDA SIGNALS, Measurement science & technology, 7(7), 1996, pp. 1042-1053
Citation: Npr. Andersen et al., USING THE ELECTROCHEMICAL QUARTZ-CRYSTAL MICROBALANCE AS STRIPPING DETECTOR - APPLICATION TO TRACE MERCURY ANALYSIS, Analytica chimica acta, 329(3), 1996, pp. 253-256
Citation: P. Holsthansen et D. Britz, CAN CURRENT FLUCTUATIONS ACCOUNT FOR THE EXCESS HEAT CLAIMS OF FLEISCHMANN AND PONS (VOL 388, PG 11, 1995), Journal of electroanalytical chemistry [1992], 399(1-2), 1995, pp. 243-243
Citation: P. Holsthansen et D. Britz, CAN CURRENT FLUCTUATIONS ACCOUNT FOR THE EXCESS HEAT CLAIMS OF FLEISCHMANN AND PONS, Journal of electroanalytical chemistry [1992], 388(1-2), 1995, pp. 11-16
Citation: Lk. Bieniasz et al., NUMERICAL STABILITY OF FINITE-DIFFERENCE ALGORITHMS FOR ELECTROCHEMICAL KINETIC SIMULATIONS - MATRIX STABILITY ANALYSIS OF THE CLASSIC EXPLICIT, FULLY IMPLICIT AND CRANK-NICOLSON METHODS, EXTENDED TO THE 3-POINT AND 4-POINT GRADIENT APPROXIMATION AT THE ELECTRODES, Computers & chemistry, 19(4), 1995, pp. 351-355
Citation: Lk. Bieniasz et al., NUMERICAL STABILITY OF THE SAULYEV FINITE-DIFFERENCE ALGORITHMS FOR ELECTROCHEMICAL KINETIC SIMULATIONS - MATRIX STABILITY ANALYSIS FOR AN EXAMPLE PROBLEM INVOLVING MIXED BOUNDARY-CONDITIONS, Computers & chemistry, 19(4), 1995, pp. 357-370
Citation: Lk. Bieniasz et al., NUMERICAL STABILITY OF FINITE-DIFFERENCE ALGORITHMS FOR ELECTROCHEMICAL KINETIC SIMULATIONS - MATRIX STABILITY ANALYSIS OF THE CLASSIC EXPLICIT, FULLY IMPLICIT AND CRANK-NICOLSON METHODS AND TYPICAL PROBLEMS INVOLVING MIXED BOUNDARY-CONDITIONS, Computers & chemistry, 19(2), 1995, pp. 121-136
Citation: D. Britz et O. Osterby, SOME NUMERICAL INVESTIGATIONS OF THE STABILITY OF ELECTROCHEMICAL DIGITAL-SIMULATION, PARTICULARLY AS AFFECTED BY 1ST-ORDER HOMOGENEOUS REACTIONS, Journal of electroanalytical chemistry [1992], 368(1-2), 1994, pp. 143-147
Citation: Lk. Bieniasz et D. Britz, EFFICIENCY OF ELECTROCHEMICAL KINETIC SIMULATIONS BY ORTHOGONAL COLLOCATION AND FINITE-DIFFERENCE METHODS - A COMPARISON, Acta chemica Scandinavica, 48(7), 1994, pp. 609-610
Citation: D. Britz, ELECTROCHEMICAL DIGITAL-SIMULATION - INCORPORATION OF THE CRANK-NICOLSON SCHEME AND N-POINT BOUNDARY EXPRESSION INTO THE RUDOLPH ALGORITHM, Journal of electroanalytical chemistry [1992], 352(1-2), 1993, pp. 17-28
Citation: Lk. Bieniasz et D. Britz, EFFICIENCY OF ELECTROCHEMICAL KINETIC SIMULATIONS BY ORTHOGONAL COLLOCATION AND FINITE-DIFFERENCE METHODS - A COMPARISON, Acta chemica Scandinavica, 47(8), 1993, pp. 757-767
Citation: Lk. Bieniasz et D. Britz, ELECTROCHEMICAL KINETIC SIMULATIONS OF MIXED DIFFUSION HOMOGENEOUS REACTION PROBLEMS BY THE SAULYEV FINITE-DIFFERENCE ALGORITHMS, Analytica chimica acta, 278(1), 1993, pp. 59-70