Megasiemens to Quantized Hall conductance (MS to σH)
Megasiemens (Symbol or Abbreviation: MS)
Megasiemens is one of electric conductance units. Megasiemens abbreviated or symbolized by MS. The value of 1 megasiemens is equal to 1000000 siemens. In its relation with Quantized Hall conductance, 1 megasiemens is equal to 25813000000 Quantized Hall conductance.
Relation with other units
1 megasiemens equals to 1,000,000 siemens
1 megasiemens equals to 1,000 kilosiemens
1 megasiemens equals to 1,000,000,000 millisiemens
1 megasiemens equals to 1,000,000,000,000 microsiemens
1 megasiemens equals to 1,000,000 ampere/volt
1 megasiemens equals to 1,000,000 mho
1 megasiemens equals to 1,000,000,000,000 gemmho
1 megasiemens equals to 1,000,000,000,000 micromho
1 megasiemens equals to 0.001 abmho
1 megasiemens equals to 899,000,000,000,000,000 statmho
1 megasiemens equals to 25,813,000,000 Quantized Hall conductance
Quantized Hall conductance (Symbol or Abbreviation: σH)
Quantized Hall conductance is one of electric conductance units. Quantized Hall conductance abbreviated or symbolized by σH. The value of 1 Quantized Hall conductance is equal to 0.00003874 siemens. In its relation with megasiemens, 1 Quantized Hall conductance is equal to 3.874e-11 megasiemens.
Relation with other units
1 Quantized Hall conductance equals to 0.00003874 siemens
1 Quantized Hall conductance equals to 3.874e-11 megasiemens
1 Quantized Hall conductance equals to 3.874e-8 kilosiemens
1 Quantized Hall conductance equals to 0.03874 millisiemens
1 Quantized Hall conductance equals to 38.74 microsiemens
1 Quantized Hall conductance equals to 0.00003874 ampere/volt
1 Quantized Hall conductance equals to 0.00003874 mho
1 Quantized Hall conductance equals to 38.74 gemmho
1 Quantized Hall conductance equals to 38.74 micromho
1 Quantized Hall conductance equals to 3.874e-14 abmho
1 Quantized Hall conductance equals to 34,828,000 statmho
How to convert Megasiemens to Quantized Hall conductance (MS to σH):
Conversion Table for Megasiemens to Quantized Hall conductance (MS to σH)
megasiemens (MS) | Quantized Hall conductance (σH) |
---|---|
0.01 MS | 258,130,000 σH |
0.1 MS | 2,581,300,000 σH |
1 MS | 25,813,000,000 σH |
2 MS | 51,626,000,000 σH |
3 MS | 77,438,000,000 σH |
4 MS | 103,250,000,000 σH |
5 MS | 129,060,000,000 σH |
6 MS | 154,880,000,000 σH |
7 MS | 180,690,000,000 σH |
8 MS | 206,500,000,000 σH |
9 MS | 232,320,000,000 σH |
10 MS | 258,130,000,000 σH |
20 MS | 516,260,000,000 σH |
25 MS | 645,320,000,000 σH |
50 MS | 1,290,600,000,000 σH |
75 MS | 1,936,000,000,000 σH |
100 MS | 2,581,300,000,000 σH |
250 MS | 6,453,200,000,000 σH |
500 MS | 12,906,000,000,000 σH |
750 MS | 19,360,000,000,000 σH |
1,000 MS | 25,813,000,000,000 σH |
100,000 MS | 2,581,300,000,000,000 σH |
1,000,000,000 MS | 25,813,000,000,000,000,000 σH |
1,000,000,000,000 MS | 2.5813e+22 σH |
Conversion Table for Quantized Hall conductance to Megasiemens (σH to MS)
Quantized Hall conductance (σH) | megasiemens (MS) |
---|---|
0.01 σH | 3.874e-13 MS |
0.1 σH | 3.874e-12 MS |
1 σH | 3.874e-11 MS |
2 σH | 7.7481e-11 MS |
3 σH | 1.1622e-10 MS |
4 σH | 1.5496e-10 MS |
5 σH | 1.937e-10 MS |
6 σH | 2.3244e-10 MS |
7 σH | 2.7118e-10 MS |
8 σH | 3.0992e-10 MS |
9 σH | 3.4866e-10 MS |
10 σH | 3.874e-10 MS |
20 σH | 7.7481e-10 MS |
25 σH | 9.6851e-10 MS |
50 σH | 1.937e-9 MS |
75 σH | 2.9055e-9 MS |
100 σH | 3.874e-9 MS |
250 σH | 9.6851e-9 MS |
500 σH | 1.937e-8 MS |
750 σH | 2.9055e-8 MS |
1,000 σH | 3.874e-8 MS |
100,000 σH | 0.000003874 MS |
1,000,000,000 σH | 0.03874 MS |
1,000,000,000,000 σH | 38.74 MS |
Steps to Convert Megasiemens to Quantized Hall conductance (MS to σH)
- Example: Convert 71 megasiemens to Quantized Hall conductance (71 MS to σH).
Then:
- 1 megasiemens is equivalent to 25813000000 Quantized Hall conductance (1 MS is equivalent to 25813000000 σH).
Or:
- 71 megasiemens (MS) is equivalent to 71 times 25813000000 Quantized Hall conductance (σH).
Or:
- Retrieved 71 megasiemens is equivalent to 1832700000000 Quantized Hall conductance (71 MS is equivalent to 1832700000000 σH).
Or: