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Can \(\vec{E} = E_0 \cdot (-y,x, z)\) Be an Electrostatic Field?
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[QUOTE="ShayanJ, post: 4961178, member: 160907"] An electrostatic field, is an electric field for which we can find an scalar field(a function of spatial coordinates)[itex] \phi [/itex] such that [itex] \vec E=-\vec \nabla \phi [/itex]. Now if I take the curl of this equation, I get [itex] \vec \nabla \times \vec E=0 [/itex](because the curl of the gradient of a scalar field is always zero). So you should see whether the curl of the given electric fields are zero or not. [/QUOTE]
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Forums
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Advanced Physics Homework Help
Can \(\vec{E} = E_0 \cdot (-y,x, z)\) Be an Electrostatic Field?
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