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Herbert Niessner
Observed names:
H Niessner,
H. Niessner
Observed institutions:
University of Blida 2,
ABB (Switzerland)
OpenAlex ID:
A5049628953
Calculation of 1-D Unsteady Flows in Pipe Systems of I.C. Engines
1985
·
T. Bulaty
, H. Niessner
·
Journal of Fluids Engineering
·
30
On computing the inverse of a sparse matrix
1983
·
H. Niessner
, K. Reichert
·
International Journal for Numerical Methods in Engineering
·
25
Significance of Kernel Singularities for the Numerical Solution of Fredholm Integral Equations
1987
·
H. Niessner
·
Springer eBooks
·
12
A family of flux-correction methods to avoid overshoot occurring with solutions of unsteady flow problems
1982
·
Herbert Niessner
, T. Bulaty
·
12
Cømparisøn øf Søme Numerical Methøds før Sølving Hyperbølic Differential Equatiøns with Discøntinuøus Initial Values
1980
·
Herbert Niessner
, Tomas Bulaty
·
Vieweg+Teubner eBooks
·
7
Condition of boundary integral equations arising from flow computations
1985
·
H. Niessner
, M. Ribaut
·
Journal of Computational and Applied Mathematics
·
6
Comparison of Different Numerical Methods for Calculating One-dimensional Unsteady Flows 1
1980
·
Herbert Niessner
·
6
Multiexponential Fitting Methods
1977
·
H. Niessner
·
Birkhäuser Basel eBooks
·
6
Stopping Distance from Observations by Stepwise Regression
2014
·
Herbert Niessner
·
PAMM
·
1
Making the semi‐implicit space‐time conservation‐element solution‐element method of Jerez et al. more explicit
2013
·
Herbert Niessner
·
PAMM
·
1
PDF
Symmetric Exchange of Variables and Stepwise Regression Methods
2011
·
Herbert Niessner
·
PAMM
·
1
PDF
Significance of Truckenbrodt's Energy and Momentum Coefficients for Loss Calculation in Ramified Pipe Systems
2010
·
Herbert Niessner
, Ennio Codan
·
PAMM
·
1
PDF
Optimal parameters for a family of flux‐correction methods strongly reducing overshoot in unsteady flow computation
2018
·
Herbert Niessner
·
PAMM
Stability of a family of flux‐correction methods as a remedy against overshoot in unsteady flow computation
2017
·
Herbert Niessner
·
PAMM
PDF
On accuracy and efficiency of the CESE‐method of C. S. Chang for one‐dimensional unstaedy flow computation
2016
·
Herbert Niessner
·
PAMM
PDF
Computation of state variables of one‐dimensional non‐stationary pipe flow at orifices on pipe ends
2015
·
Herbert Niessner
·
PAMM
PDF
Crude estimate of velocity distributions from Truckenbrodt's energy and momentum coefficients
2012
·
Herbert Niessner
·
PAMM
PDF
Another derivation of the local double logarithmic reconstruction formula
2009
·
Herbert Niessner
·
PAMM
Determination of the Transient Thermal Behaviour of Thyristors with Cooling Devices
1991
·
Herbert Niessner
·
Springer eBooks
Improving Conservation of Mass, Momentum and Energy by Appropriate Flux Correction at Boundaries
1986
·
H Niessner
, T Bulaty
·
De Gruyter eBooks
Erratum: “Calculation of 1-D Unsteady Flows in Pipe Systems of I.C. Engines” (Journal of Fluids Engineering, 1985, 107, pp. 407–412)
1986
·
T. Bulaty
, H. Niessner
·
Journal of Fluids Engineering
PDF
Some methods for multiexponential fitting or approxi mation by sums of exponentials are shortly discussed, together with an adaptation of two of them to a practical problem related to positive sums of exponentials.
1977
·
Herbert Niessner
Remark on Algorithm 343 [F2]: Eigenvalues and Eigenvectors of a Real Generator Matrix
1972
·
Herbert Niessner
·
Communications of the ACM
PDF
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Works count:
23
Citation count:
108
H-index:
6
I10-index:
4
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