Lines Tenafly Public Schools等势线特纳夫莱公立学校ppt课件.pptVIP

Lines Tenafly Public Schools等势线特纳夫莱公立学校ppt课件.ppt

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Lines Tenafly Public Schools等势线特纳夫莱公立学校ppt课件

临床医学于波心房选择性钠通道阻滞剂在房颤中的应用颅内非肿瘤性病变的影像学表现基础医学慢性鼻窦炎鼻息肉围手术期综合治疗的临床指引泌尿生殖道感染衣原体检测和支原体培养及药敏结果分析 临床医学于波心房选择性钠通道阻滞剂在房颤中的应用颅内非肿瘤性病变的影像学表现基础医学慢性鼻窦炎鼻息肉围手术期综合治疗的临床指引泌尿生殖道感染衣原体检测和支原体培养及药敏结果分析 临床医学于波心房选择性钠通道阻滞剂在房颤中的应用颅内非肿瘤性病变的影像学表现基础医学慢性鼻窦炎鼻息肉围手术期综合治疗的临床指引泌尿生殖道感染衣原体检测和支原体培养及药敏结果分析 -Electric Potential due to Continuous Charge Distributions AP Physics C Mrs. Coyle Electric Potential –What we used so far! Electric Potential Potential Difference Potential for a point charge Potential for multiple point charges Remember: V is a scalar quantity Keep the signs of the charges in the equations, so V is positive for positive charges. You need a reference V because it is changes in electric potential that are significant. When dealing with point charges and charge distributions the reference is V=0 when r? Electric Potential Due to a Continuous Charge Distribution How would you calculate the V at point P? Two Ways to Calculate Electric Potential Due to a Continuous Charge Distribution It can be calculated in two ways: Method 1: Divide the surface into infinitesimal elements dq Method 2:If E is known (from Gauss’s Law) Method 1 Consider an infinitesimal charge element dq and treat it as a point charge The potential at point P due to dq Method 1 Cont’d For the total potential, integrate to include the contributions from all the dq elements Note: reference of V = 0 is when P is an infinite distance from the charge distribution. Ex 25.5 : a) V at a point on the perpendicular central axis of a Uniformly Charged Ring Assume that the total charge of the ring is Q. Show that: Ex 25.5: b) Find the expression for the magnitude of the electric field at P Start with and Ex 25.6: Find a)V and b) E at a point along the central perpendicular axis of a Uniformly Charged Disk Assume radius a and surface charge density of σ. Assume that a disk is a series of many rings with width dr. Ex 25.6: Find a)V and b) E at a point along the central perpendicular axis of a Uniformly Charg

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