Force-Flux Interaction Matrix

Far From Equilibrium Onsager Transport Matrix

Self-Organizing Phenomena with Non-linear Transport due Spontaneous Symmetry Breaking / Structure Formation

	Mass Flux	Heat Flux	Charge Flux	Photon Flux	Monopole Flux	Fluid Flux	Momentum Flux
Mass Gradient	Phase Separation	Thermophoresis/Soret Effect	Charge Density Wave	Photo-induced Phase Transition	Magnetic Monopole Formation	Rayleigh-Taylor Instability	Force-Driven Phase Separation
Temperature Gradient	Bénard Cells*	Thermally Driven Phase Transition*	Thermo-Electric Instability	Thermal Photon Excitation	Thermally Induced Magnetization	Natural Convection*	Thermally Driven Momentum Transfer
Voltage Gradient	Electrostatic Phase Separation	Electrically Driven Thermal Transition	Electric Field Induced Superconductivity	Photon-Induced Charge Transfer	Electric Field Induced Magnetization	Electrohydrodynamic Instability	Electrically Driven Force Transition
Photon Gradient	Light-Induced Mass Transfer	Photon-Driven Thermal Transition	Light-Induced Charge Redistribution	Light-Induced Refractive Index Change	Photon-Induced Magnetic Ordering	Photophoretic Fluid Motion	Radiation Pressure Driven Momentum Transition
Magnetic Flux Gradient	Magnetically Driven Mass Transfer	Magnetically Induced Thermal Transition	Magnetic Field Induced Charge Redistribution	Magnetic Field Induced Photon Emission	Magnetically Induced Monopole Transition	Magnetic Fluid Convection	Magnetically Driven Momentum Transfer
Fluid Flow Gradient	Fluid-Driven Mass Redistribution	Fluid-Flow Induced Thermal Transition	Fluid-Flow Induced Charge Redistribution	Fluid-Flow Induced Light Emission	Fluid-Flow Induced Magnetic Transition	Fluid-Flow Induced Vortex Formation*	Fluid-Flow Driven Momentum Redistribution
Momentum Gradient	Momentum-Driven Mass Transfer	Momentum-Induced Thermal Transition	Momentum-Driven Charge Redistribution	Momentum-Induced Light Emission	Momentum-Induced Magnetic Transition	Momentum-Driven Fluid Redistribution	Momentum-Driven Force Transition

Notes:

corrections/comments: stephenguerin@fas.harvard.edu
The individual off-diagonal elements cell(i,j) and cell(j,i) in the matrix are "transpose elements" or "transposed pairs" relative to each other. We assert these pairs to be structural duals.
The cells marked with an '*' indicate that the term is common or widely accepted for that particular intersection.
The terms used to fill in the off-diagonal cells are not standard terms and are descriptive of interactions that could potentially occur at these intersections. These terms are creative extrapolations and more research would be needed to determine the most appropriate terms for these intersections. Additionally, some of the phenomena listed may involve spontaneous symmetry breaking in ways that are not fully captured by this matrix. Therefore, this matrix should be considered as a starting point for further exploration and research rather than a comprehensive list of all phenomena involving spontaneous symmetry breaking.
Wikipedia: Onsager Reciprocal Relations and Transport Theory