E whakaatuhia ana ngā hua e 1 - 20 o te 26 mō te rapu '"Waves."' Whakamahine hua
  1. 1
    ā- Kinnmark, I.
    I whakaputaina 1986
    Ngā marau “...Water waves....”
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    The shallow water wave equations : formulation, analysis and application /
  2. 2
    ā- Phelan, Peter John
    I whakaputaina 1976
    Ngā marau
    Tuhinga Whakapae Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Some aspects of the application of wave mechanics to pile driving analysis : a report submitted in partial fulfilment of the requirements for the degree of Master of Engineering [Civil Engineering] at the University of Canterbury, Christchurch, New Zealand /
  3. 3
    ā- Phelan, Peter John
    I whakaputaina 1976
    Ngā marau
    Tuhinga Whakapae Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Some aspects of the application of wave mechanics to pile driving analysis : a report submitted in partial fulfilment of the requirements for the degree of Master of Engineering at the University of Canterbury, Christchurch, New Zealand /
  4. 4
    ā- Bording, Ralph Phillip
    I whakaputaina 1997
    Ngā marau “...Seismic waves Simulation methods....”
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Seismic modeling and imaging with the complete wave equation /
  5. 5
    ā- Turner, Godfrey Alan, 1923-
    I whakaputaina 1972
    Ngā marau “...Waves....”
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Heat and concentration waves : analysis and applications /
  6. 6
    ā- Wilcox, Calvin Hayden, 1924-
    I whakaputaina 1975
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Scattering theory for the d'Alembert equation in exterior domains.
  7. 7
    ā- Roseau, Maurice
    I whakaputaina 1976
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Asymptotic wave theory.
  8. 8
    ā- Reed, Michael
    I whakaputaina 1976
    Ngā marau “...Wave equation....”
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Abstract non linear wave equations.
  9. 9
    ā- Reid, Hilton
    I whakaputaina 1977
    Ngā marau
    Tuhinga Whakapae Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    An appraisal of a kinematic wave model : a report submitted as partial fulfilment of the requirements for the degree of Master of Engineering at the University of Canterbury, Christchurch, New Zealand /
  10. 10
    ā- Reid, Hilton
    I whakaputaina 1977
    Ngā marau
    Tuhinga Whakapae Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    An appraisal of a kinematic wave model : this report is based on a project report submitted as part of the work required for a Master of Engineering degree /
  11. 11
    ā- Kalnins, E. G.
    I whakaputaina 1976
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Lie theory and the wave equation in space-time.
  12. 12
    ā- Kalnins, E. G.
    I whakaputaina 1976
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Lie theory and the wave equation in space time, 5 : R-separable solutions of the wave equation = 0 /
  13. 13
    ā- Wall, David J. N.
    I whakaputaina 1990
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    On the numerical solution of a functional differential equation pertaining to a wave equation /
  14. 14
    ā- Kalnins, E. G.
    I whakaputaina 1977
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Lie theory and the wave equation in space time. The group SO(4,C) /
  15. 15
    ā- Straughan, B. (Brian)
    I whakaputaina 2011
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Heat waves /
  16. 16
    ā- Kalnins, E. G.
    I whakaputaina 1975
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Lie theory and the wave equation in space-time.
  17. 17
    ā- Friedlander, Friedrich Gerhart
    I whakaputaina 1975
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    The wave equation on a curved space-time.
  18. 18
    I whakaputaina 1972
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    The wave equation : Orthogonal and symmetric transformations.
  19. 19
    ā- Forehand, Paul W.
    I whakaputaina 1963
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Pile driving analysis using the wave equation : by Paul W. Forehand and Joseph L. Reese, Jr.
  20. 20
    ā- Wall, David J. N.
    I whakaputaina 1999
    Ngā marau
    Pukapuka
    Tiakina ki te rārangi
    I tiakina ki:
    Inverse problems involving the one-way wave equation : medium function reconstruction /

Ngā utauta rapu: