Box 1
Container
Contains 82 Results:
Peters, A.S. A note on the integral equation of the first kind with a cauchy kernel, New York: New York University, Courant Institute of Mathematical Sciences, Report no. IMM-NYU 301, July 1962
Item — Box: 1, Item: FA-88
Dates:
July 1962
Bjorgum, Oddvar. Some considerations on possible calculations concerning sub-sonic shear-flow turbulence, Bergen, Norway: Matematisk Institutt, Universitetet I Bergen, June 1960
Item — Box: 1, Item: FA-89
Dates:
June 1960
Peters, A.S. The solution of some non-linear integral equations with cauchy kernels, New York: New York University, Courant Institute of Mathematical Sciences, Report no. IMM-NYU 307, January 1963
Item — Box: 1, Item: FA-93
Dates:
January 1963
Song, C.S. A note on the linear theory of two-dimensional separated flows about thin bodies, Minneapolis, Minnesota: University of Minnesota, St. Anthony Falls Hydraulic Laboratory, Technical Paper no. 39, Series B
Item — Box: 1, Item: FA-95
Dates:
1930-1970
Lieber, Paul and Koon-Sang Wan. An integral invariant of a class of steady-state viscous-incompressible flows, Berkeley, California: University of California, Institute of Engineering Research, Report no. MD-63-3, November 1963
Item — Box: 1, Item: FA-96
Dates:
November 1963
Song, C.S. A quasi-linear and linear theory for non-separated and separated two-dimensional, incompressible, irrotational flow about lifting bodies, Minneapolis, Minnesota: University of Minnesota, St. Anthony Falls Hydraulic Laboratory, Technical Paper no. 43, Series B, May 1963
Item — Box: 1, Item: FA-97
Dates:
May 1963
Segel, Lee A. The structure of nonlinear cellular solutions to the Boussinesq equations, Troy, New York: Rensselaer Polytechnic Institute, RPI Math Report no. 60, August 12, 1963
Item — Box: 1, Item: FA-98
Dates:
August 12, 1963
Lin, C.C. Some examples of asymptotic problems in Mathematical physics,, date?
Item — Box: 1, Item: FA-99
Dates:
date?
Schraub, F.A., et al. Use of hydrogen bubbles for quantitative determination of time dependent velocity fields in low speed water flows, Stanford, CA: Stanford University, Department of Mechanical Engineering, Report MD-10, February 1964
Item — Box: 1, Item: FA-101
Dates:
February 1964