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LECTURE NOTE ELECTRIC POTENTIAL ELECTRIC POTENTIAL – POTENTIAL ENERGY PER UNIT CHARGE ELECTRIC POTENTIAL IS CALLED VOLTAGE ALESSANDOR VOLTA – INVENTED ELECTRIC BATTERY V = -W/q Vab = Va – Vb = -Wba/q 1 VOLT = 1 JOULE/COULOMBE A POSTIVIELY CHARGED ITEM - HIGHER POTENTIAL THAN A NEGATIVELY CHARGED ITEM NATURAL MOTION IS FROM HIGHT TO LOW ΔPE = PEb – PEa = qVba CLIFF TRANSPARENCY # 151 CHANGE IN POTENTIAL ENERGY OR THE WORK DONE DEPENDS ON POTENTIAL DIFFERERENCE = HEIGHT AND CHARGE = MASS ELECTRIC POTENTIAL (V) IS SCALAR SO IT’S EASIER TO USE TO DISCUSS THE EFFECTS OF CHARGE DISTRIBUTION WORK DONE BY ELECTRIC FIELD TO MOVE A POSTIVE CHARGE FROM B TO A W = qVba W=FxD F = qE E = ELECTRIC FIELD D = DISTANCE PARALLEL TO TFIELD LINES W = qED qVba = qED Vba = ED Vba /D= E E CAN BE MEASURED IN VOLTS/METER OR NEWTON/COULOMBS ELECTRIC POTENTIAL CAN BE IAGRAMED BY DRAWING EQUIPOTENTIAL LINES OR 3-D EQUIPOTENTIAL SURFACES 1. POTENTIAL DIFFERENCE BETWEEN ANY TOW POINTS EQUAL ZERO 2. WORK TO MOVE THE CHARGE EQUALS ZERO 3. SURFACE MUST BE PERPENDICULAR TO THE FIELD OTHERWISE IT WOULD REQUIRE WORK TO MOVE THE CHARGE PARALLEL ELECTRIC FIELD LINES AND EQUIPOTENITILA LINES ARE PERPENDICULAR TRANSPARENCY COMPARE TO A TOPOGRAPHICAL MAP CONDUCTOR ARE EQUIPONTEIAL SURFACES 17-4 ELECTRON VOLT – UNIT OF ENERGY JOULE TOO LARGE TO DEAL WITH ENERGIES OF ELECTRONS eV = electron volt ENERGY ACQUIRED BY A PARTICLE CARRYING A CHARGE EQUAL TO THAT ON THE ELECTRON (q= e) AS A RESULT OF MOVING THROUGH A POTENTIAL DIFFERENCE OF 1 VOLT q=e= 1.6 X 1-19 C V = 1 VOLT ΔPE = qV 1Ev = 1.6 X 1-19 J 1000Ev = 1KeV Ev IS USEFUL TO STATE THE ENERGIES OF MOLECULES AND ELEMENTARY PARTICLES BUT IT IS NOT A PROPER SI UNIT. FPR CALCULATIONS Ev SHOULD BE CONTINUED TO JOULES EX: 5000 Ev = 8.0 x 10-16 j/1.6 x 10-19 Ev USING eV TO STATE ENERGY IS FINE BUT TO MAKE FURTHER CALCULATIONS THE CONVERSION MUST BE MADE. ELECTRIC POTENTIAL DUE TO POINT CHARGES V=KQ/r K-COULOMB’S CONSTANT 9.0 X 109 N.M2/C2 K = 1/4Πεο POTENTIAL NEAR A POSITIVE CHARGE IS LARGE AND DECREASES TOWARD ZERO AT GREAT DISTANCES. NEAR A NEGATIVE POTENTIAL IS NEGATIVE AND INCREASESES TOWARD ZERO AT GREAT DISTANCES 17-6 ELECTRIC DIPOLES TWO EQUAL POINT CHARGES Q SEPAREATED BY l ARE ELECTRIC DIPOLES OCCUR OFTEN IN PHYSICS AND MOLECULAR BIOLOGY EQUATIONS V= KQ/R + K(-Q)/R + ΔR V = KQ ΔR/R(R + ΔR V= SUM OF THE POTENTIAL R = DISTANCE FROM P TO POSITIVE R + ΔR = DISTANCE FROM P TO NEGATIVE V= KQl(COSθ)/R2 THE PRODUCT Ql IS CALLED THE DIPOLE MOMENT. P= Ql REWRITE EQUATION V= Kp (COSθ)/R2 DIPOLE MOMENT HAS UNITS OF COULOMB-METERS (C.M) FOR MOLECULES BECAUSE THEY SPEND MORE TIME IN THE VICINITY OF ONE ATOM THAN ANOTHER IN THE MOLECULE. THIS IS IMPORTANT TO MOLECULAR BIOLOGY.