Understanding Resistivity and Electrical Resistance in Geologic Surveying, Slides of Geology

An introduction to resistivity surveying, a geological method that investigates variations of electrical resistance in the subsurface. It explains the concept of resistivity, its relationship with resistance and conductivity, and how it is measured using electrodes and ohm's law. The document also covers the impact of resistors in series on the overall resistance.

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2012/2013

Uploaded on 07/19/2013

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Resistivity Surveying
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Resistivity Surveying

Electrical Methods

Geologic Resistivity 101

  • Resistivity surveying investigates variations of electrical

resistance, by causing an electrical current to flow

through the subsurface using wires (electrodes)

connected to the ground.

  • Resistivity = 1 / Conductivity

A multi electrode resistivity survey (^) A close-up of an electrode

But what exactly is “Resistivity?”…

Resistance, Voltage, & Current

  • The amount of potential difference required to push a given

current is directly proportional to the “ Resistance ”

  • Ohm’s Law:
    • Resistance [=] Ohms (symbol = Ω)
    • But this chapter is about resistivity, not resistance…
    • Resistance, R ≠ Resistivity, ρ (rho)
      • They are related, but are fundamentally different things…
I
V
Resistance = R =

How do we measure resistance? Why does this work?

Resistivity…Finally

  • Resistance depends on:
    • The material properties
      • i.e. the resistivity, ρ (so, yes, ρ is a material property!)
    • The shape of the material that has current flowing through it.
      • R = Resistance, a = cross sectional area, l = length
    • Therefore…
      • Resistance is higher when current is forced through a:
        • Small area
        • Long length

a

l

R = ρ

l

a

Or… ρ = R

Resistors in Series

  • A “series” circuit has more than one resistor in series

(one after the other)

  • Series: all current must travel the same path
  • Two or more resistors in series behave like one resistor

with an equivalent resistance, Req of…

Req = R 1 (^) + R 2 Req Rn i

n

=

∑ 1

Or in general…

This rule does not apply to all electrical devices. E.g., capacitors are different