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The turbulent cross helicity is directly related to the coupling coefficients for the mean vorticity in the electromotive force and for the mean magnetic-field strain in the Reynolds stress tensor.
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Yoshizawa, A. (1996) “Turbulent magnetohydrodynamic dynamo: Modeling of the turbulent residual-helicity equation,” J. Phys. Soc. Jpn. 65
1996
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Yoshizawa, A. and Yokoi, N. (1996) “Stationary large-scale magnetic fields generated by turbulent motion in a spherical region,” Phys. Plasmas, 3
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1998
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Brandenburg, A. and Urpin, V. (1998) “Magnetic fields in young galaxies due to the cross-helicity effect,” Astron. Astrophys. 332
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2007
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Kuzanyan, K.M., Pipin, V., and Zhang, H. (2007) “Probing current and cross-helicity in the solar atmosphere: A challenge for theory,” Adv. Space Res. 39
2007
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Rädler, K.-H. and Rheinhardt, M. (2007) “Mean-field electrodynamics: critical analysis of various analytical approaches to the mean electromotive force,” Geophys. Astrophys. Fluid Dyn., 101
2007
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Yokoi, N. and Hamba, F. (2007) “An application of the turbulent magnetohydrodynamic residual-energy equation model to the solar wind,” Phys. Plasmas 14
2007
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Hamba, F. and Sato, H. (2008) “Turbulent transport coefficients and residual energy in mean-field dynamo theory,” Phys. Plasmas 15
2008
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Jacoutot, L., Kosovichev, A.G., Wray, A., and Mansour, N. N. (2008) “Realistic numerical simulations of solar convection and oscillations in magnetic regions,” Astrophys. J. Letters, 684
2008
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Yokoi, N., Rubinstein, R., Yoshizawa, A., and Hamba, F. (2008) “A turbulence model for magnetohydrodynamic plasmas,” J. Turbulence 9
2008
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Sur, S. and Brandenburg, A., (2009) “The role of the Yoshizawa effect in the Archontis dynamo,” Mon. Not. Royal Astron. Soc. 399
2009
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Diamond, P.H., Itoh, S.-I., and Itoh K. (2010) Modern Plasma Physics: Volume 1: Physical Kinetics of Turbulent Plasmas
2010
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Hamba, F. and Tsuchiya, M. (2010) “Cross-helicity dynamo effect in magnetohydrodynamic turbulent channel flow,” Phys. Plasmas 17
2010
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Rädler, K.-H. and Brandenburg, A. (2010) “Mean electromotive force proportional to mean flow in MHD turbulence,” Astron. Nachr., 331
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Durbin P.A. and Pettersson Reif, B.A. (2011) Statistical Theory and Modeling for Turbulent Flows 2nd ed
2011
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Hanjalić, K. and Launder, B. (2011) Modelling Turbulence in Engineering and the Environment: Second-Moment Routes to Closure
2011
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Pipin, V.V. and Kosovichev, A.G. (2011) “The asymmetry of sunspot cycles and Waldmeier relations as a result of nonlinear surface-shear shaped dynamo,” Astrophys. J., 741
2011
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Pipin, V.V, Kuzanyan, K.M., Zhang, H., and Kosovichev, A.G. (2011) “Turbulent cross-helicity in the mean-field solar dynamo problem,” Astrophys. J. 743
2011
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Pipin, V.V. (2011) Private communication to NY
2011
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Rüdiger, G., Kitchatinov, L.L., and Brandenburg, A. (2011) “Cross helicity and turbulent magnetic diffusivity in the solar convection zone,” Solar Phys. 269
2011
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Yokoi, N. (2011) “Modeling turbulent cross helicity evolution: Production, dissipation, and transport rates,” J. Turbulence 12
2011
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Yokoi, N. and Baralac, G. (2011) “Cross-helicity effects and turbulent transport in magnetohydrodynamic flow,” Journal of Physics: Conference series, 318
2011
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Yokoi, N. and Hoshino, M. (2011) “Flow–turbulence interaction in magnetic reconnection,” Phys. Plasmas 18
2011
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Schmitt, D. and Yokoi, N. (2012) “A simple helicity and cross-helicity mean-field dynamo model,” in preparation
2012
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Yokoi, N. (2012) “Torsional oscillation viewed from cross-helicity effects,” in preparation
2012
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Yokoi, N., Kitiashvili, I., and Kosovichev, A.G. (2012) “Cross-helicity generation in solar magnetoconvection,” in preparation
2012
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