17.5 Resistivity Expected: RL/A

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Presentation transcript:

17.5 Resistivity Expected: RL/A The resistance of an ohmic conductor is proportional to its length, L, and inversely proportional to its cross-sectional area, A ρ (“rho”) in m is the constant of proportionality and is called the resistivity of the material

Example Determine the required length of nichrome (=10-6 Wm) with a radius of 0.65 mm in order to obtain R=2.0 W. R=L/AL=RA/

The resistivity depends on the material and the temperature

17.6 Temperature Variation of Resistivity For most metals, resistivity increases with increasing temperature With a higher temperature, the metal’s constituent atoms vibrate with increasing amplitude The electrons find it more difficult to pass the atoms (more scattering!)

Temperature Variation of Resistivity, cont For most metals, resistivity increases approximately linearly with temperature over a limited temperature range ρo is the resistivity at some reference temperature To To is usually taken to be 20° C  is the temperature coefficient of resistivity [unit: 1/(C)]

Temperature Variation of Resistance Since the resistance of a conductor with uniform cross sectional area is proportional to the resistivity, the temperature variation of resistance can be written

Example The material of the wire has a resistivity of 0=6.810-5 m at T0=320C, a temperature coefficient of =2.010-3 (1/C) and L=1.1 m. Determine the resistance of the heater wire at an operating temperature of 420C.

Solution =0[1+(T-T0)] =[6.810-5 m][1+(2.010-3 (C)-1)  (420C-320C)]=8.210-5 m R=L/A R=(8.210-5 m)(1.1 m)/(3.110-6 m2) R=29 

17.7 Superconductors “normal” A class of materials and compounds whose resistances fall to virtually zero below a certain temperature, TC TC is called the critical temperature (in the graph 4.1 K)

Superconductors, cont The value of TC is sensitive to Chemical composition Pressure Crystalline structure Once a current is set up in a superconductor, it persists without any applied voltage Since R = 0

Superconductor Timeline 1911 Superconductivity discovered by H. Kamerlingh Onnes 1986 High-temperature superconductivity discovered by Bednorz and Müller Superconductivity near 30 K 1987 Superconductivity at 92 K and 105 K Current More materials and more applications

Tc values for different materials; note the high Tc values for the oxides.

It’s magic!

17.8 Electrical Energy and Power In a circuit, as a charge moves through the battery, the electrical potential energy of the system is increased by ΔQΔV [AsV=Ws=J] The chemical potential energy of the battery decreases by the same amount As the charge moves through a resistor, it loses this potential energy during collisions with atoms in the resistor The temperature of the resistor will increase

Electrical Energy and Power, cont The rate of the energy transfer is power (P): V Units: (C/s)(J/C) =J/s=W 1J=1Ws=1Nm W=AV

Electrical Energy and Power, cont From Ohm’s Law, alternate forms of power are (use V=IR and I=V/R) Joule heat (I2R losses)

Electrical Energy and Power, final The SI unit of power is Watt (W) I must be in Amperes, R in Ohms and V in Volts The unit of energy used by electric companies is the kilowatt-hour This is defined in terms of the unit of power and the amount of time it is supplied 1 kWh =(103 W)(3600 s)= 3.60 x 106 J

17.9 Electrical Activity in the Heart Heart beat Initiation Every action involving the body’s muscles is initiated by electrical activity Voltage pulses cause the heart to beat These voltage pulses (1 mV) are large enough to be detected by equipment attached to the skin

Electrocardiogram (EKG) A normal EKG P occurs just before the atria begin to contract The QRS pulse occurs in the ventricles just before they contract The T pulse occurs when the cells in the ventricles begin to recover

Abnormal EKG, 1 The QRS portion is wider than normal This indicates the possibility of an enlarged heart

Abnormal EKG, 2 There is no constant relationship between P and QRS pulse This suggests a blockage in the electrical conduction path between the SA and the AV nodes This leads to inefficient heart pumping

Abnormal EKG, 3 No P pulse and an irregular spacing between the QRS pulses Symptomatic of irregular atrial contraction, called fibrillation The atrial and ventricular contraction are irregular

Implanted Cardioverter Defibrillator (ICD) Devices that can monitor, record and logically process heart signals Then supply different corrective signals to hearts that are not beating correctly Dual chamber ICD Monitor lead