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SECTION LISTING

BROWSE VOLUMES

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1988

Volume 31

1987

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1986

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1983

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1982

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1981

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1980

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1979

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1978

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1977

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1976

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1974

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1972

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1971

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1970

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Volume 12

1968

Volume 11

Issue 12 | Dec | pp. 2505-2780

Issue 11 | Nov | pp. 2289-2504

Issue 10 | Oct | pp. 2065-2288

Issue 9 | Sep | pp. 1841-2064

Issue 8 | Aug | pp. 1593-1840

Issue 7 | Jul | pp. 1387-1592

Issue 6 | Jun | pp. 1137-1386

Issue 5 | May | pp. 925-1136

Issue 4 | Apr | pp. 701-924

Issue 3 | Mar | pp. 465-700

Issue 2 | Feb | pp. 261-464

Issue 1 | Jan | pp. 1-260

1967

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1961

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1958

Volume 1

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Sep 1968

Volume 11, Issue 9, pp. 1841-2064

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RESEARCH NOTES

Select this Article		Direct Correlation Function in Space and Time J. K. Percus and G. J. Yevick Phys. Fluids 11, 2050 (1968); http://dx.doi.org/10.1063/1.1692241 (3 pages) \| Cited 3 times Online Publication Date: 8 August 2003 Full Text: \| Download PDF
	+ -	Show Abstract The partition function of a classical many‐body system is formally extended to space‐time. The total space‐time correlation function is expressed in terms of a time‐dependent direct correlation ĉ(x,t).

Select this Article		Direct Computation of the Functional Integral Expression for the Correlation Function of the Turbulent Velocity Field Iwao Hosokawa Phys. Fluids 11, 2052 (1968); http://dx.doi.org/10.1063/1.1692242 (3 pages) \| Cited 3 times Online Publication Date: 8 August 2003 Full Text: \| Download PDF
	+ -	Show Abstract The time‐dependent functional integral expression for the field correlation, which is derived exactly from the well‐known Hopf functional formalism for turbulence, is numerically estimated by the Monte Carlo quadrature for Burgers' model of turbulence.

Select this Article		Two‐Dimensional Magnetohydrodynamic Turbulence D. C. Robinson Phys. Fluids 11, 2054 (1968); http://dx.doi.org/10.1063/1.1692243 (2 pages) \| Cited 2 times Online Publication Date: 8 August 2003 Full Text: \| Download PDF
	+ -	Show Abstract For a system governed by a generalized Ohm's law, an arbitrary velocity field cannot independently maintain magnetic field fluctuations in a two‐dimensional situation.

Select this Article		Nonlinear Effects of Propagating Extraordinary Waves in a Cold Plasma K. P. Das Phys. Fluids 11, 2055 (1968); http://dx.doi.org/10.1063/1.1692244 (3 pages) \| Cited 11 times Online Publication Date: 8 August 2003 Full Text: \| Download PDF
	+ -	Show Abstract The perturbation method of Bogoliubov, Krylov, and Mitropolsky is applied to the study of nonlinear effects of propagating waves of extraordinary mode in a cold plasma. Amplitude‐dependent wavelength and frequency shifts including relativistic corrections are obtained.

Select this Article		Visualization of Plasma Flutes in a Q‐Machine Joseph C. Cataldo and Norman C. Jen Phys. Fluids 11, 2057 (1968); http://dx.doi.org/10.1063/1.1692245 (2 pages) \| Cited 4 times Online Publication Date: 8 August 2003 Full Text: \| Download PDF
	+ -	Show Abstract The plasma camera has been used to observe flute modes in a single‐ended Q‐machine. The flutes, rotating in the E×B direction, are irregular extensions of the plasma column and exhibit a convective mass transfer phenomenon by the breaking off of the flutes.