I Magnetization inside a diamagnetic material antiparallel to ##B_{ext}##

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Diamagnetic materials exhibit negative susceptibility and contain paired electrons, which respond to external magnetic fields. When immersed in a magnetic field, these materials become magnetized, with tiny dipoles aligning oppositely due to Lenz's law. The motion of electrons in their orbits creates current loops that produce a magnetic field opposing the external field, resulting in repulsion and potential levitation. The external magnetic field also affects electron velocity, altering the magnetic dipole moment. Understanding these interactions clarifies the relationship between dipole alignment and induced currents in diamagnetic materials.
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Why is the magnetization inside a diamagnetic material antiparallel to the external field
Let's say I have a constant magnetic field and I dive into it a diamagnetic material. Griffiths says that in the presence of a magnetic field, matter becomes magnetized and it will be found to contain many tiny dipoles with a net alignment along some direction.

However, what's exactly the link between the alignment of those dipole and the way that the external magnetic field induces a current to the atoms which produces a magnetic field in the opposite direction (Lenz's law).

How exactly the magnetic field aligns those dipoles and what exactly are the loops of those dipoles, are they the "path" of electrons?

I think those 2 questions is what I'm missing to fully understand the link between the 2 statements if there is a link.

Thank you
 
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Hi,
Diamagnetic materials have negative susceptibility and all the electrons in those materials are usually paired.
As you said, the opposite alignment is because of Lenz law of electromagnetic induction. The motion of electrons in orbit forms a current loop, and this loop will be oppositely aligned because of the external magnetic field. Thus this induced magnetic field (due to electron loops/motion) repels external magnetic field-Levitation. Moreover, external magnetic field alters the velocity of electrons, thereby changing the magnetic dipole moment.