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... Quantized Hall conductance = ... Megasiemens
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Quantized Hall conductance to Megasiemens Converter
Use this page to convert quantized hall conductance values into megasiemens, with background details, formulas, a worked example, and a quick conversion table.
Conversion formula
1 R_K^-1 = 0.0000000000387404586493182 MS
1 MS = 25,812,807,459.3045 R_K^-1
Example: 0.01 R_K^-1 = 3.87404586493182e-13 MS
Quantized Hall conductance
One quantized Hall conductance is equal to e^2/h siemens, the inverse of the von Klitzing constant.
History: Quantized Hall conductance is tied to the quantum Hall effect and fundamental constants.
Current use: Used in precision metrology, quantum electrical standards, and condensed matter physics.
Also written as R_K^-1.
Megasiemens
One megasiemens is equal to one million siemens (1000000 siemens).
History: Megasiemens scaling is useful for very high conductance values.
Current use: Used for large conductors, high-conductance systems, and scientific notation.
Also written as MS.
Quantized Hall conductance to Megasiemens table
| Quantized Hall conductance [R_K^-1] | Megasiemens [MS] |
|---|---|
| 0.01 R_K^-1 | 3.87404586493182e-13 MS |
| 0.1 R_K^-1 | 0.00000000000387404586493182 MS |
| 1 R_K^-1 | 0.0000000000387404586493182 MS |
| 2 R_K^-1 | 0.0000000000774809172986365 MS |
| 5 R_K^-1 | 0.000000000193702293246591 MS |
| 10 R_K^-1 | 0.000000000387404586493182 MS |
| 20 R_K^-1 | 0.000000000774809172986365 MS |
| 50 R_K^-1 | 0.00000000193702293246591 MS |
| 100 R_K^-1 | 0.00000000387404586493182 MS |