
Exam Solutions
... (a) is Q/2a. We did this in class a number of times. (b) Here we use symmetry. The “y” component, or the component normal to the x axis is zero from symmetry. Since all of the elements of the ring are the same distance from the axis and all produce the same x-component, we can write: ...
... (a) is Q/2a. We did this in class a number of times. (b) Here we use symmetry. The “y” component, or the component normal to the x axis is zero from symmetry. Since all of the elements of the ring are the same distance from the axis and all produce the same x-component, we can write: ...
Applied Materials Science
... Collect laboratory data concerning material properties and analyze it using statistical methods. Function as part of a laboratory team. Communicate the results of laboratory experiments effectively. Understand some of the social contexts in which materials are utilized. ...
... Collect laboratory data concerning material properties and analyze it using statistical methods. Function as part of a laboratory team. Communicate the results of laboratory experiments effectively. Understand some of the social contexts in which materials are utilized. ...
Hexamminenickel(II) Chloride Synthesis and Magnetic Susceptibility
... electrons from Lewis bases to form a coordination sphere. The ions or molecules donating electron pairs are called ligands. The number of electron pairs accepted by the central metal atom or ion is its coordination number. Many of the compounds and solutions of transition metals are highly colored. ...
... electrons from Lewis bases to form a coordination sphere. The ions or molecules donating electron pairs are called ligands. The number of electron pairs accepted by the central metal atom or ion is its coordination number. Many of the compounds and solutions of transition metals are highly colored. ...
Chapter 29 Magnetic Fields Due to Currents
... The solenoid s magnetic field is the vector sum of the fields produced by the individual turns (windings) that make up the solenoid. at points inside the solenoid and reasonably far from the wire, the magnetic field is approximately parallel to the (central) solenoid axis. In the limiting case of a ...
... The solenoid s magnetic field is the vector sum of the fields produced by the individual turns (windings) that make up the solenoid. at points inside the solenoid and reasonably far from the wire, the magnetic field is approximately parallel to the (central) solenoid axis. In the limiting case of a ...
PowerPoint slides - Physics 420 UBC Physics Demonstrations
... • Different designs: magnet can be either rotor or stator • Some motors use an electromagnet instead of a permanent magnet • All designs operate on the same principle described here ...
... • Different designs: magnet can be either rotor or stator • Some motors use an electromagnet instead of a permanent magnet • All designs operate on the same principle described here ...
* Magnetic Scalar Potential * Magnetic Vector Potential
... only in the region of space away from free currents. If J=0, then only magnetic flux density can be computed from the magnetic scalar potential The potential function which overcomes this limitation and is useful to compute B in region where J is present is ...
... only in the region of space away from free currents. If J=0, then only magnetic flux density can be computed from the magnetic scalar potential The potential function which overcomes this limitation and is useful to compute B in region where J is present is ...
Optical Pumping - KFUPM Faculty List
... The process of optical pumping is a beautiful example of the interaction between light and matter. In the Advanced Lab experiment, you use circularly polarized light to pump a particular level in rubidium vapor. Then, using magnetic fields and radio-frequency excitations, you manipulate the populati ...
... The process of optical pumping is a beautiful example of the interaction between light and matter. In the Advanced Lab experiment, you use circularly polarized light to pump a particular level in rubidium vapor. Then, using magnetic fields and radio-frequency excitations, you manipulate the populati ...
Module 3 : MAGNETIC FIELD Lecture 17 : Vector Potential
... which is known as the ``Coulomb gauge". It can be shown that such a choice can always be made. Exercise 1 Show that a possible choice of the vector potential for a constant magnetic field . Can you construct any other ...
... which is known as the ``Coulomb gauge". It can be shown that such a choice can always be made. Exercise 1 Show that a possible choice of the vector potential for a constant magnetic field . Can you construct any other ...
Faraday`s Law
... When an emf is generated by a change in magnetic flux according to Faraday's Law, the polarity of the induced emf is such that it produces a current whose magnetic field opposes the change which produces it. The induced magnetic field inside any loop of wire always acts to keep the magnetic flux in ...
... When an emf is generated by a change in magnetic flux according to Faraday's Law, the polarity of the induced emf is such that it produces a current whose magnetic field opposes the change which produces it. The induced magnetic field inside any loop of wire always acts to keep the magnetic flux in ...
Chapter 1 1 INTRODUCTION 1.1 General overview The Time
... instabilities under certain conditions (e.g. high conductivity contrasts), and the very long computer calculation times, imply that full three dimensional solutions (and especially inversion) of realistic geological models are not yet reaching industry expectations as an efficient interpretation too ...
... instabilities under certain conditions (e.g. high conductivity contrasts), and the very long computer calculation times, imply that full three dimensional solutions (and especially inversion) of realistic geological models are not yet reaching industry expectations as an efficient interpretation too ...
Lecture 15
... The current caused by the induced emf travels in the direction that creates a magnetic field with flux opposing the change in the original flux through the ...
... The current caused by the induced emf travels in the direction that creates a magnetic field with flux opposing the change in the original flux through the ...
Multiferroics

Multiferroics have been formally defined as materials that exhibit more than one primary ferroic order parameter simultaneously (i.e. in a single phase), and many researchers in the field consider materials to be multiferroics only if they exhibit coupling between primary order parameters. However, the definition of multiferroics can be expanded to include non-primary order parameters, such as antiferromagnetism or ferrimagnetism.The four basic primary ferroic order parameters areferromagnetismferroelectricityferroelasticityferrotoroidicityThe last is a topic of some debate, as there was no evidence for switching ferrotoroidicity until recently.Many multiferroics are transition metal oxides with perovskite crystal structure, and include rare-earth manganites and -ferrites (e.g. TbMnO3, HoMn2O5, LuFe2O4 and recently, ""PZTFT"",). Other examples are the bismuth compounds BiFeO3 and BiMnO3, non-perovskite oxide LiCu2O2, and non-oxides such as BaNiF4 and spinel chalcogenides, e.g. ZnCr2Se4. These alloys show rich phase diagrams combining different ferroic orders in separate phases.Apart from single phase multiferroics, composites and heterostructures exhibiting more than one ferroic order parameter are studied extensively. Some examples include magnetic thin films on piezoelectric PMN-PT substrates and Metglass/PVDF/Metglass trilayer structures.Besides scientific interest in their physical properties, multiferroics have potential for applications as actuators, switches, magnetic field sensors or new types of electronic memory devices.