Application of the Maxwell Impedance Bridge to the Calibration of Electromagnetic Seismographs.

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Published **1963**
by s.n in S.l .

Written in

**Edition Notes**

1

Series | Canada Dominion Observatory Contributions -- V.3,no.12 |

Contributions | Willmore, P.L. |

ID Numbers | |
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Open Library | OL21904257M |

The application of electrical feedback to a seismometer requires the creation of normally nonexistent electrical input terminals. By incorporating the seismometer into a balanced Maxwell impedance bridge, input terminals can be simulated and the feedback introduced through the by: 4. Maxwell Bridge is used for the measurement of Self-Inductance. Like other bridge, this method also works on balancing of bridge. Balancing of bridge is achieved when there is no current through the detector. Don’t worry we will be discussing everything in detail in this post. A transient technique for seismograph calibration was developed and tested by a variety of methods. In the application of this technique a known transient in the form of an electrical signal is injected, through (a) a Willmore-type calibration bridge or (b) an independent coil, into the seismometer and the corresponding output transient of the system is recorded. The application of the Maxwell Impedance Bridge to the calibration of electromagnetic seismographs. January P. Willmore; Read more. Article.

Negative feedback can be applied to an electromagnetic seismometer through the coil terminals using a Maxwell impedance bridge to bypass the coil impedance. The application of feedback by this method obviates the need for a second transducer, and permits direct calibration of the feedback seismometer. Feedback of a simulated ground acceleration proportional to the acceleration of the suspended. An open source textbook on applied electromagnetic geophysics. Aimed at providing background and physical understanding for steady state Maxwell equations as they apply to geoscience problems. The application of the Maxwell Impedance Bridge to the calibration of electromagnetic seismographs. Article. Willmore, P. L., T h e application of the Maxwell impedance bridge . Ampere-Maxwell The Ampere-Maxwell equation relates electric currents and magnetic flux. It describes the magnetic fields that result from a transmitter wire or loop in electromagnetic surveys. For steady currents, it is key for describing the magnetometric resistivity experiment.

The Scotsman James Clerk Maxwell (–) is regarded as the greatest theoretical physicist of the 19th century. (See Figure 1.) Although he died young, Maxwell not only formulated a complete electromagnetic theory, represented by Maxwell’s equations, he also developed the kinetic theory of gases and made significant contributions to the understanding of color vision and the nature of. A Maxwell bridge (in long form, a Maxwell-Wien bridge) is a type of Wheatstone bridge used to measure an unknown inductance (usually of low Q value) in terms of calibrated resistance and capacitance. It is a real product bridge. The maxwell bridge is used to measure unknown inductance in terms of calibrated resistance and capacitance. A Maxwell bridge uses the null deflection method (also known as the “bridge method”) to calculate an unknown inductance in a circuit. When the calibrated components are a parallel capacitor and resistor, the bridge is known as a Maxwell-Wien bridge. Electrical Impedance: Principles, Measurement, and Applications provides a modern and much-needed overview of electrical impedance measurement science and its application in metrology, sensor reading, device and material characterizations. It presents up-to-date coverage of the theory, practical methods, and modeling.

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