/
The ⚀magnetelic·potentialel

The ⚀magnetelic·potentialel

Owned by John Kodegadulo
Last updated: Oct 21, 2024
Quantitymagnetic potential
Formal name

⚀magnetelic·potentialel

Formal abbr⚀μptℓ = ⚀μtℓ\ptℓ
Colloquial name⚀μpotel
Colloquial abbr⚀μptℓ
Derivation

⚀potentialel / ⚀magnetel
⚀workel / ⚀electrel

Derivation abbr⚀ptℓ / ⚀μtℓ
⚀wkℓ / ⚀μtℓ
Decomposition⚀massel × ⚀lengthel × ⚀timel−1 × ⚀electrel−1
Decomposition abbr⚀msℓ × ⚀lgℓ × ⚀tmℓ−1 × ⚀εtℓ−1
TGM equiv≈ 9.07898Ɛ2049Ɛ310z tricia·Flum/Grafut
TGM equiv abbr≈ 9.07898Ɛ2049Ɛ310z t↓Fm/Gf
SI equiv

≈ 2.68029339577057d webers/meter

scaling05:12:+:00:1