John Ambrose Fleming is credited with the invention of the right-hand-rule in the context of electromagnetism.
The figure below, illustrating $X=Y\times Z$ in a right-handed coordinate system, is from Fleming's Magnets and electric currents, an elementary treatise for the use of electrical artisans and science teachers (1898).
John Ambrose Fleming is credited with the invention of the right-hand-rule in the context of electromagnetism.
The figure below, illustrating $X=Y\times Z$ in a right-handed coordinate system, is from Magnets and electric currents, an elementary treatise for the use of electrical artisans and science teachers (1898).
John Ambrose Fleming is credited with the invention of the right-hand-rule in the context of electromagnetism.
The figure below, illustrating $X=Y\times Z$ in a right-handed coordinate system, is from Fleming's Magnets and electric currents, an elementary treatise for the use of electrical artisans and science teachers (1898).
John Ambrose Fleming is credited with the invention of the right-hand-rule in the context of electromagnetism.
The figure below, illustrating $X=Y\times Z$ in a right-handed coordinate system, is from Magnets and electric currents, an elementary treatise for the use of electrical artisans and science teachers (1898).
John Ambrose Fleming is credited with the invention of the right-hand-rule in the context of electromagnetism.
The figure below, illustrating $X=Y\times Z$, is from Magnets and electric currents, an elementary treatise for the use of electrical artisans and science teachers (1898).
John Ambrose Fleming is credited with the invention of the right-hand-rule in the context of electromagnetism.
The figure below, illustrating $X=Y\times Z$ in a right-handed coordinate system, is from Magnets and electric currents, an elementary treatise for the use of electrical artisans and science teachers (1898).
John Ambrose Fleming is credited with the invention of the right-hand-rule in the context of electromagnetism.
The figure below, illustrating $X=Y\times Z$, is from Magnets and electric currents, an elementary treatise for the use of electrical artisans and science teachers (1898).
