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SUMMARY:Elemental magnetic vector charges linked to zero outward magnetic 
 flux from any surface enclosing non-dipolar magnetic sources
DTSTART;VALUE=DATE-TIME:20110714T150000Z
DTEND;VALUE=DATE-TIME:20110714T170000Z
DTSTAMP;VALUE=DATE-TIME:20260711T201950Z
UID:indico-contribution-4851@events.saip.org.za
DESCRIPTION:Speakers: Max Chirwa (Walter Sisulu University)\nA harmonious 
 formulation of the inverse–square laws for fields shows that elemental s
 ources are rightfully represented as scalars for both gravitational and el
 ectric fields\, but as vectors for magnetic fields. This permits an effect
 ive simple illustration that\, unlike the gravitational or electric flux\,
  the magnetic flux out of any closed surface is zero irrespective of wheth
 er the enclosed magnetic source is dipolar or non-dipolar. Then Gauss’ l
 aws for gravitational\, electric and magnetic fields can be re-stated as: 
 Out of any enclosing surface\, if the source is a scalar quantity then the
  net flux is equal to the source itself\; whereas if the enclosed source i
 s any vector quantity\, the net flux is the scalar zero.\n\nhttps://events
 .saip.org.za/event/7/contributions/4851/
LOCATION: Asteria
URL:https://events.saip.org.za/event/7/contributions/4851/
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