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1
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33745141474
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New method for high-accuracy accuracy determination of the fine-structure constant based on quantized Hall resistance
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Aug.
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K. V. Klitzing, G. Dorda, and M. Pepper. “New method for high-accuracy accuracy determination of the fine-structure constant based on quantized Hall resistance,” Phys. Rev. Lett., vol. 45, pp. 494–497, Aug. 1980.
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(1980)
Phys. Rev. Lett.
, vol.45
, pp. 494-497
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Klitzing, K.V.1
Dorda, G.2
Pepper, M.3
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2
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0009179263
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A test of the quantum Hall effect as a resistance standard
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June
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M. E. Cage, R. F. Dziuba, and B. F. Field, “A test of the quantum Hall effect as a resistance standard,” IEEE Trans. Instrum. Meas., vol. IM-34, pp. 301–303, June 1985.
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(1985)
IEEE Trans. Instrum. Meas.
, vol.IM-34
, pp. 301-303
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Cage, M.E.1
Dziuba, R.F.2
Field, B.F.3
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3
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0007525578
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Temperature dependence of the quantum Hall resistance
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Aug.
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M. E. Cage, B. F. Field, R. F. Dziuba, S. M. Girvin, D. C. Tsui, and A. C. Gossard, “Temperature dependence of the quantum Hall resistance,” Phys. Rev. B., vol. 30, pp. 2286–2288, Aug. 1984.
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(1984)
Phys. Rev. B
, vol.30
, pp. 2286-2288
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Cage, M.E.1
Field, B.F.2
Dziuba, R.F.3
Girvin, S.M.4
Tsui, D.C.5
Gossard, A.C.6
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4
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0007525189
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Quantized Hall and transverse resistivities in silicon MOS n-inversion layers
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K. Yoshihiro, J. Kinoshita, K. Inagaki, C. Yamanouchi, J. Moriyama, and S. Kawaji, “Quantized Hall and transverse resistivities in silicon MOS n-inversion layers,” Physica B, vol. 117, pp. 706–708, 1983.
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(1983)
Physica B
, vol.117
, pp. 706-708
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-
Yoshihiro, K.1
Kinoshita, J.2
Inagaki, K.3
Yamanouchi, C.4
Moriyama, J.5
Kawaji, S.6
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5
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0000190867
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A geometric explanation of the temperature dependence of the quantised Hall resistance
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W. van der Wel, C. J. P. M. Harmans, and J. E. Mooij, “A geometric explanation of the temperature dependence of the quantised Hall resistance,” J. Phys. Chem., vol. 21, pp. L171-L175, 1988.
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(1988)
J. Phys. Chem.
, vol.21
, pp. 1171-1175
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van der Wel, W.1
Harmans, C.J.P.M.2
Mooij, J.E.3
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6
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0000145836
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Dissipation and dynamic nonlinear behavior in the quantum Hall regime
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Oct.
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M. E. Cage, R. F. Dziuba, B. F. Field, E. R. Williams, S. M. Girvin, A. C. Gossard, D. C. Tsui, and R. J. Wagner, “Dissipation and dynamic nonlinear behavior in the quantum Hall regime,” Phys. Rev. Lett., vol. 51, pp. 1374–1377, Oct. 1983.
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(1983)
Phys. Rev. Lett.
, vol.51
, pp. 1374-1377
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Cage, M.E.1
Dziuba, R.F.2
Field, B.F.3
Williams, E.R.4
Girvin, S.M.5
Gossard, A.C.6
Tsui, D.C.7
Wagner, R.J.8
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7
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36149044275
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Two-dimensional magneto-quantum transport on GaAs/AlGaAs heterostructures under non-ohmic conditions
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G. Ebert, K. v. Klitzing, K. Ploog, and G. Weiman, “Two-dimensional magneto-quantum transport on GaAs/AlGaAs heterostructures under non-ohmic conditions,” J. Phys. Chem., vol. 16, pp. 5441–5448, 5448, 1983.
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(1983)
J. Phys. Chem.
, vol.16
, pp. 5441-5448
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Ebert, G.1
Klitzing, K.V.2
Ploog, K.3
Weiman, G.4
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8
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0022732761
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Monitoring the U.S. legal unit of resistance via the quantum Hall effect
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June
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M. E. Cage, R. F. Dziuba, B. F. Field, T. E. Kiess, and C. T. Van Degrift, “Monitoring the U.S. legal unit of resistance via the quantum Hall effect,” IEEE Trans. Instrum. Meas., vol. IM-36, pp. 222–225, 225, June 1987.
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(1987)
IEEE Trans. Instrum. Meas.
, vol.IM-36
, pp. 222-225
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Cage, M.E.1
Dziuba, R.F.2
Field, B.F.3
Kiess, T.E.4
Van Degrift, C.T.5
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9
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0010753008
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A high-accuracy automated resistance bridge for measuring quantum Hall devices
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June
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B. F. Field. “A high-accuracy automated resistance bridge for measuring quantum Hall devices,” IEEE Trans. Instrum. Meas., vol. IM- 34, 34, pp. 320–322, June 1985.
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(1985)
IEEE Trans. Instrum. Meas.
, vol.IM-34
, Issue.34
, pp. 320-322
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Field, B.F.1
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10
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0023407167
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An automated potentiometric system for precision measurement of the quantized Hall resistance
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G. M. Reedtz and M. E. Cage, “An automated potentiometric system for precision measurement of the quantized Hall resistance,” J. Res. Natl. Bur. Stand. vol. 92, 303–310, 1987.
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(1987)
J. Res. Natl. Bur. Stand.
, vol.92
, pp. 303-310
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Reedtz, G.M.1
Cage, M.E.2
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11
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0010755244
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A 1 – 100 ohm build-up resistor for the calibration of standard resistors
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Dec.
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B. V. Hamon, “A 1–100 ohm build-up resistor for the calibration of standard resistors,” J. Sci. Instrum., vol. 31, pp. 450–453, Dec. 1954.
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(1954)
J. Sci. Instrum.
, vol.31
, pp. 450-453
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Hamon, B.V.1
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12
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0020099404
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Automated NBS 1 – 0 measurement, system
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K. R. Baker and R. F. Dziuba, “Automated NBS 1–0 measurement, system,” IEEE Trans. Instrum. Meas., vol. IM-32, pp. 154–158, 1983.
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(1983)
IEEE Trans. Instrum. Meas.
, vol.IM-32
, pp. 154-158
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Baker, K.R.1
Dziuba, R.F.2
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13
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0019248176
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An automated resistance thermometer bridge
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R. D. Cutkosky, “An automated resistance thermometer bridge,” IEEE Trans. Instrum. Meas., vol. 1M-29, pp. 330–333, 1980.
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(1980)
IEEE Trans. Instrum. Meas.
, vol.IM-29
, pp. 330-333
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Cutkosky, R.D.1
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14
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0020815181
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Comparison of quantized Hall resistance with a 1–Ω standard
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Sept.
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G. W. Small, “Comparison of quantized Hall resistance with a 1–Ω standard,” IEEE Trans. Instrum. Meas., vol. 1M-32, pp. 446–447, Sept. 1983.
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(1983)
IEEE Trans. Instrum. Meas.
, vol.IM-32
, pp. 446-447
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Small, G.W.1
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15
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84939372447
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Four methods of comparing the NML and NBS representations of the Ohm using transportable 1-Ω, 10-kg, 10-pF, and quantized Hall resistance standards
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to be published.
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P. C. Coogan, B. W. Ricketts, G. W. Small, M. E. Cage, R. F. Dziuba, and J. Q. Shields, “Four methods of comparing the NML and NBS representations of the Ohm using transportable 1-Ω, 10-kg, 10-pF, and quantized Hall resistance standards,” to be published.
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-
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Coogan, P.C.1
Ricketts, B.W.2
Small, G.W.3
Cage, M.E.4
Dziuba, R.F.5
Shields, J.Q.6
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16
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84939376589
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NBS Handbook 91; U.S. Nat., Bur. Stand., USGPO Washington, DC
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N. G. Natrella, Experimental Statistics, NBS Handbook 91; U.S. Nat., Bur. Stand., USGPO, Washington, DC, pp. 6-22, 1966.
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(1966)
Experimental Statistics
, pp. 6-22
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Natrella, N.G.1
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17
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0016321122
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New NBS measurements of the absolute farad and, ohm
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Dec.
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R. D. Cutkosky, “New NBS measurements of the absolute farad and, ohm,” IEEE Trans. Instrum. Meas., vol. IM-23, pp. 305–309, Dec. 1974.
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(1974)
IEEE Trans. Instrum. Meas.
, vol.IM-23
, pp. 305-309
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Cutkosky, R.D.1
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18
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0024647030
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New realization of the ohm and farad using the NBS calculable capacitor
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this issue.
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J. Q. Shields, R. F. Dziuba, and H. P. Layer, “New realization of the ohm and farad using the NBS calculable capacitor,” IEEE Trans. Instrum. Meas., pp. 249–251, this issue.
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IEEE Trans. Instrum. Meas.
, pp. 249-251
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Shields, J.Q.1
Dziuba, R.F.2
Layer, H.P.3
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19
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0024647928
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A low field determination of the proton gyromagnetic ratio in H2O
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this issue.
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E. R. Williams, G. R. Jones, Jr., Ye Sheng, Liu Ruimin, H. Sasaki, P. T. Olson, W. D. Phillips, and H. P. Layer, “A low field determination of the proton gyromagnetic ratio in H 2 O,” IEEE Trans: Instrum. Meas., pp. 233–237, this issue.
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IEEE Trans: Instrum. Meas.
, pp. 233-237
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Williams, E.R.1
Jones, G.R.2
Sheng, Y.3
Ruimin, L.4
Sasaki, H.5
Olson, P.T.6
Phillips, W.D.7
Layer, H.P.8
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20
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0024647229
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Josephson array voltage calibration system: Operational use and verification
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this issue.
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R. L. Steiner and B. F. Field, “Josephson array voltage calibration system: Operational use and verification,” IEEE Trans. Instrum. Meas., pp. 296–301, this issue.
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IEEE Trans. Instrum. Meas.
, pp. 296-301
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Steiner, R.L.1
Field, B.F.2
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21
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0024646824
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NBS determination of the fine-structure constant and of the quantized Hall resistance and Josephson frequency to voltage quotient in SI units
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this issue.
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M. E. Cage, R. F. Dziuba, R. E. Elmquist, G. R. Jones, Jr., F. T. Olsen, W. D. Phillips, J. Q. Shields, R. L. Steiner, B. N. Taylor, and E. R. Williams, “NBS determination of the fine-structure constant and of the quantized Hall resistance and Josephson frequency to voltage quotient in SI units,” IEEE Trans. Instrum. Meas., pp. 284–289 this issue.
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IEEE Trans. Instrum. Meas.
, pp. 284-289
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Cage, M.E.1
Dziuba, R.F.2
Elmquist, R.E.3
Jones, G.R.4
Olsen, F.T.5
Phillips, W.D.6
Shields, J.Q.7
Steiner, R.L.8
Taylor, B.N.9
Williams, E.R.10
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