The discussion has been done in chapter1 about the nature crystal structure of Silicon Carbide and its properties was under the equilibrium condition, which means the location of each atom is restricted at its lattice site. The vibration of atoms about their equilibrium sites will be considered in this chapter. The fundamental reason of this vibration is thermal and the lowest achievable energy (i.e. zero-point energy). The forces acting on atoms tend to always make them return to the equilibrium position. The relation between atomic forces and thermal motion can be called lattice dynamic. The atomic force at equilibrium is described by the following formula:
F=-∇ ⃑ U=0
where U is binding energy "potential…
The similarities of Chapter 14(Kinetics of a Particle : Work and Energy) and Chapter 18 (Planar Kinetics of a Rigid Body : Work and Energy)
No. Similarities Examples of chapter 14(Kinetics of a Particle : Work and Energy) Examples of chapter 18(Planar Kinetics of a Rigid Body : Work and Energy)
1 Both energy are scalar quantity
The kinetic energy of a rigid body that undergoes planar motion can be referenced to its mass center.It includes a scalar sum of its translational and rotational…
Polymers Lab - IZOD Impact Test of Notched Polymer
The IZOD impact test is a method used to determine the impact resistance of materials. The main objective of this experiment is to measure the impact strength of three specimens’ material by measuring the amount of the energy required to cause the material to fracture, using Avery Denison 6709 IZOD impact tester.
Materials and Methods
Three specimens with a machined 45° notch (V-Notch) at room temperature…
during polarization. This case, Ag nanoparticles occupy the free volume holes (amorphous phase) and fill the interstitial positions between the PVA chains in the amorphous phase and connected these chains to some bonds by a charge interchange process between the Ag and PVA chain network. Moreover, this complex formation increases with the time of reaction. As a result, both charge carrier density and the films conductivity are increased. there is a decrease in the interfacial barrier, caused by…
Theoretical analysis for HPHX's performance by using dimension analysis theory.
Steady operation conditions exist.
The surface temperature of the condenser section is equal to the temperature of Refrigerant R-22.
Properties The exit temperature of air, and thus the mean temperature, is not known. We evaluate the air properties at the assumed mean temperature of 42OC (will be checked later) and 1 atm as following:
K= 0.02722 (W/m.K) …
Two computation cases were introduced, one with a polyurethane graft and another with a silicon rubber graft. The computations were done under a pulsatile flow. Both cases were computed under maximum peak pressure as mentioned in the method section.
The flow volume rate is expressed by integrating on surface as followed:
Q=∬_A^ ▒v.dA (5)
By integrating flow volume rate in time…
Rosseland Radiation Model
The Rosseland Model (Diffusion approximation model) is applicable when the medium is optically thick i.e. the optical thickness is much greater than 1 where a is the absorption coefficient of the medium, σ is the scattering coefficient of the medium and L is the average path length. The radiative heat flux is approximated as ,
where qr is the radiative heat flux, Γ is the radiative diffusivity and G is the incident radiation. In contrast to the P-1 model…
The heat exchanger design is an optimization engineering problem, to approach the best solution for sizing and selection of a heat exchanger and also to analyze its thermal performance. A properly sized heat exchanger should incorporate excess capacity to account for fouling that will occur during operation but too much oversizing results in higher manufacturing and installation costs. The most appropriate metric to describe the performance of a heat exchanger is its thermal capacity, which is…
SYMMETRY WRITING EXERCISE
FePO4 is a type of -quartz, and when the temperature is relatively low, FePO4 still has the tetrahedral structure as seen in Figure 1. The Fe-O-P bridging angles are more similar between the FePO4 and -quartz. Change in the cell parameters become more significant between temperatures of 294K and 1073K, and it slowly acquires an octahedral structure as the temperature increases. When temperature reaches 980K, the compound transitions and the tilt angles…
Figure. 8 shows the temperature dependence of resistivity of the Co(II), Ni(II) and Cu(II) complexes. As seen, the data reveal a semiconductor behavior where the resistivity decreases with the increases of temperature. The decrease of the electrical resistivity with increase of temperature is resulted from the increase of the charge carriers that can overcome the energy barrier and participate in the electrical conduction where in metal complexes, the metal…