Chap.5 Material Physical Properties
Chap.5 Material Physical Properties
OUTLINE 5.1 Electrical properties 5.2 Magnetic Properties 5.3 Thermal Properties
OUTLINE 5.1 Electrical properties 5.2 Magnetic Properties 5.3 Thermal Properties
5.1 Electrical properties Why study the Electrical Properties of Materials? During the design of a component or structure, when we select material and make processing decisions,it's important to consider the electrical properties of materials.The electrical behaviors of different materials are diverse. Some need to be highly electrical conductive, while others need to be dielectrical
5.1 Electrical properties Why study the Electrical Properties of Materials? During the design of a component or structure, when we select material and make processing decisions, it’s important to consider the electrical properties of materials. The electrical behaviors of different materials are diverse. Some need to be highly electrical conductive, while others need to be dielectrical
5.1.1 Electrical conduction When electrical transmits an electric current,it obeys the law following. Ohm's law:V=IR where R is the resistance of the material through which the current is passing.The units for V,l,and R are,respectively,volts (J/C), amperes(C/s),and ohms(V/A)
5.1.1 Electrical conduction When electrical transmits an electric current, it obeys the law following. Ohm’s law: V=IR where R is the resistance of the material through which the current is passing. The units for V, I, and R are, respectively, volts (J/C), amperes (C/s), and ohms (V/A)
The resistivity is independent of specimen geometry but related to R through the expression:p= RA I is the distance between the two points at which the voltage is measured,and A is the cross-sectional area perpendicular to the direction of the current [Q*m] Substituting: V=IR=1. VA Variable resistor Schematic representation of the apparatus used to Ameter Battery measure electrical resistivity Crosssectional Specimen area,A Voltmeter
The resistivity is independent of specimen geometry but related to R through the expression: 𝜌 = 𝑅𝐴 𝑙 l is the distance between the two points at which the voltage is measured, and A is the cross-sectional area perpendicular to the direction of the current [Ω*m] Substituting: 𝑉 = 𝐼𝑅 = 𝐼 ∙ 𝜌𝑙 𝐴 𝜌 = 𝑉𝐴 𝐼𝑙 Schematic representation of the apparatus used to measure electrical resistivity
Electrical conductivity o is used to specified the electrical character of a material,it is the reciprocal of the resistivity,or[(m) It is indicative of the ease with which a material is capable of conducting an electric current. Ohm's law may be expressed as:J=o8 J is the current density,the current per unit of specimen area l/A,and is the electric field intensity,or the voltage difference between two points divided by the distance separating them.That is,=7
Electrical conductivity σ is used to specified the electrical character of a material, it is the reciprocal of the resistivity, or 𝜎 = 1 𝜌 [(Ω-m)]-1 It is indicative of the ease with which a material is capable of conducting an electric current. Ohm’s law may be expressed as: J=σε J is the current density, the current per unit of specimen area I/A, and ε is the electric field intensity, or the voltage difference between two points divided by the distance separating them. That is , 𝜀 = 𝑉 𝑙
Solid materials exhibit an amazing range of electrical conductivities,extending over 27 orders of magnitude. One way of classifying solid materials is according to the ease with which they conduct an electric current: ▣Conductors 107(0-m)-1 ▣Semiconductors 10-6-104(2-m)-1 ▣Insulators 10-10-10-20(2-m)-1
Solid materials exhibit an amazing range of electrical conductivities, extending over 27 orders of magnitude. One way of classifying solid materials is according to the ease with which they conduct an electric current: Conductors 107 (Ω-m)-1 Semiconductors 10-6 -104 (Ω-m)-1 Insulators 10-10 -10-20(Ω-m) -1
5.1.2 Semiconductivity The electrical conductivity of the semiconducting materials is lower than that of the metals; nevertheless,they have some unique electrical characteristics,it render them especially useful.The electrical properties of these materials are extremely sensitive to the presence of even minute concentrations of impurities.Intrinsic semiconductors are those in which the electrical behavior is based on the electronic structure inherent to the pure material.When the electrical characteristics are dictated by impurity atoms,the semiconductor is said to be extrinsic
5.1.2 Semiconductivity The electrical conductivity of the semiconducting materials is lower than that of the metals; nevertheless, they have some unique electrical characteristics, it render them especially useful. The electrical properties of these materials are extremely sensitive to the presence of even minute concentrations of impurities. Intrinsic semiconductors are those in which the electrical behavior is based on the electronic structure inherent to the pure material. When the electrical characteristics are dictated by impurity atoms, the semiconductor is said to be extrinsic
5.1.3 Dielectric behaviour A dielectric material is one that is electrically insulating (nonmetallic)and exhibits or may be made to exhibit an electric dipole structure;that is,there is a separation of positive and negative electrically charged entities on a molecular or atomic level. Capacitance When a voltage is applied across a capacitor,one plate becomes positively charged,the other negatively charged,with the corresponding electric field directed from the positive to the negative
5.1.3 Dielectric behaviour A dielectric material is one that is electrically insulating (nonmetallic) and exhibits or may be made to exhibit an electric dipole structure; that is, there is a separation of positive and negative electrically charged entities on a molecular or atomic level. Capacitance When a voltage is applied across a capacitor, one plate becomes positively charged, the other negatively charged, with the corresponding electric field directed from the positive to the negative
The capacitance C is related to the quantity of charge stored on either plate Q by: D0= Q Vacuum ↓z=H The units of capacitance are coulombs per volt,or farads (F)
The capacitance C is related to the quantity of charge stored on either plate Q by: The units of capacitance are coulombs per volt, or farads (F). 𝐶 = 𝑄 𝑉