Can Voltage, Current, Resistance, and Length Determine a Wire's Fusing Factor?

  • Thread starter Thread starter Ga San Wu
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SUMMARY

The discussion focuses on determining a wire's fusing factor using voltage, current, resistance, and length. The participant, Julien, conducted an experiment with a 3 cm length constantan wire, applying 0.2 volts and measuring an average current of 3.01 Amps, resulting in a calculated resistance of 0.07 ohms. Julien identified the equation for fusing current as I_f = C * d^(3/2), where I_f represents the fusing current, C is Preece's Constant specific to the wire material, and d is the diameter in inches.

PREREQUISITES
  • Understanding of electrical concepts such as voltage, current, and resistance.
  • Familiarity with Preece's Constant and its application to different materials.
  • Knowledge of wire dimensions, specifically diameter in inches.
  • Basic algebra for manipulating equations and understanding exponents.
NEXT STEPS
  • Research the properties of constantan wire and its applications in electrical engineering.
  • Learn about Preece's Constant and how it varies with different materials.
  • Study the relationship between wire diameter and fusing current in electrical circuits.
  • Explore advanced electrical equations related to fusing factors and safety in wiring.
USEFUL FOR

Electrical engineers, physics students, and anyone involved in experimental physics or electrical safety who seeks to understand the relationship between wire properties and fusing factors.

Ga San Wu
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hi all,

ive been doing an experiment to do with fusing factors and unfortunately i didnt read
my experiment coursework sheet properly and have only recorded the current going
through a wire at a certain voltage. the results have then been used to work out the resistance,
i was wondering whether there was an equation to work out the fusing
factor with only the voltage, current, resistance and length

for example,
3cm length constantan wire
0.2v across the wire
reads an average of 3.01Amps
the resistance is therefore 0.07

i have read an old question that is exactly what i am doing but i am still rather confused.
anyone know anything about this?

Julien
 
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i have had time to try and answer my question.
so far i have come up with one equation that seems
to answer most of my problems.

the equation is as follows (lets hope i can use this symbol thing properly!)

\\I_f = \\C \\d^\frac{3}{2}(Hurrah the symbols worked!)
\\I_f is the fusing current

\\C is Preece's Constant ( it depends on which material you use)

\\d is the diameter but be careful it has to be in inches
 
Last edited:

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