Do the elastic properties, such as Young’s modulus, change with the magnetic field applied on a magnetostrictive materia...
Do the elastic properties, such as Young’s modulus, change with the magnetic field applied on a magnetostrictive material?
Homework Answers
Young's Modulus
In case of magnetostrictive material (ferromagnetic) strain is expansion or contraction of material in response of stress that is applied magnetic field. This strain increases on increasing the intensity of applied magnetic field. Hence Young modulus of magnetostrictive materials are changed by changing the external magnetic field.
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Do the elastic properties, such as Young’s modulus, change with the magnetic field applied on a magnetostrictive materia...
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Question: Create Young’s modulus-melting point (E-Tm) chart (level 2) for metals and alloys. Use ‘guideline’ function...
Question: Create Young’s modulus-melting point (E-Tm)
chart (level 2) for metals and alloys. Use ‘guideline’ function to
determine which slope among 0.5, 1 and 2 in the E-Tm
chart best describes the dependence between E and Tm.
Justify this dependence from the origin of these two
properties.
I had already drawn the picture. Could you explain the
reason why Yong's modulus and melting point have a linear
relationship? Justify this dependence from the origin of these two
properties.!!!!
- 0...
For the following fiber and matrix material properties Fiber (F) Matrix 1 (M1)Matrix2 (M2) Elastic Modulus Shear Modulus Poisson's Ratio Densitv 85 GPa 35 GPa 0.20 2500 kg/m 3.5 GPa 1.5 GPa 0.30 35 GPa 15 GPa 0.30 1200 kg/m3 1800 kg/m Use following fiber volume ratio values with 0.05 increment. Vf - (0,0.05, 0. 10, 0.15, 0.20, 0.25,..,1) 1. (25 pts.) Determine the fiber to composite load ratio (F/ ) vs. fiber volume ratio Vf) curves for F-M1 and...
A cubic block of side lengths h and mass density p rests on a horizontal flat rigid plate, as shown. Assuming that the cube is isotropic and linearly elastic, whose material properties are characterized by the Young's modulus (E) and Poisson's ratio (v), determined the strain distribution in the cube due to the gravity field. For what value(s) of the Poisson's ration the cube will not change its lateral dimensions? gravity
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A conductive, but elastic loop of material is immersed in a magnetic field which is constant and points upwards. If the loop is allowed to relax from its initial radius to a smaller radius, what direction will the induced current travel when viewed from у Bext o Ź above? у Bext HH ( V
Question: Create Young’s modulus-melting point (E-Tm)
chart (level 2) for metals and alloys. Use ‘guideline’ function to
determine which slope among 0.5, 1 and 2 in the E-Tm
chart best describes the dependence between E and Tm.
Justify this dependence from the origin of these two
properties.
I had already drawn the picture. Could you explain the
reason why Yong's modulus and melting point have a linear
relationship? Justify this dependence from the origin of these two
properties.!!!!
- 0...
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