A fuse wire must be
conducting and of low melting point
A fuse wire is an essential safety component in electrical circuits. Its main purpose is to protect electrical appliances and wiring from damage caused by excessive current, which can result from situations like short circuits or overloads.
For a fuse wire to perform its protective function effectively, it must have specific physical and electrical properties. Let's analyze the required properties:
Considering these two crucial requirements – allowing normal current flow (conductivity) and melting at excessive current (low melting point) – we can evaluate the given options.
Based on the analysis, a fuse wire must be conducting to allow current flow and have a low melting point to melt and break the circuit during faults.
| Property | Requirement for Fuse Wire | Reason |
|---|---|---|
| Conductivity | High (Good Conductor) | To allow normal current flow without significant resistance. |
| Melting Point | Low | To melt quickly and break the circuit when excessive current flows. |
Common materials used for fuse wires include alloys of lead and tin. These alloys are chosen because they have suitably low melting points and good conductivity. The thickness and length of the fuse wire are carefully designed for a specific current rating. When the current exceeds this rating, the wire heats up rapidly due to resistance and melts, interrupting the flow of electricity and preventing potential damage to appliances or the risk of fire. Fuses are always connected in series with the appliance or circuit they are protecting and are typically placed in the live wire.
A circular coil of single turn has a resistance of 20 Ω. Which one of the following is the correct value for resistance between the ends of any diameter of the coil?
Which one of the following physical quantities does NOT affect the resistance of a cylindrical resistor?
Let us consider a copper wire having radius r and length l. Let its resistance be R. If the radius of another copper wire is 2r and the length is l/2 then the resistance of this wire will be
The product of conductivity and resistivity of a conductor
Thermal conductivity of aluminum, copper and stainless steel increases in the order
Which of the following statements are correct about the electrical resistance and resistivity of a wire?
1. Both quantities depend on the area of cross-section of the wire
2. Both depend on the temperature
3. Resistance of the wire is directly proportional to the resistivity of the wire
4. Resistivity of the wire is directly proportional to the length of the
wire
Select the correct answer using the code given below:
Which of the following arrangement of resistors offers minimum effective resistance between points X and Y?
Two conducting wires made of the same material have lengths \(L\) and \(1.2L\). If the volume of the longer wire is half that of the shorter wire, then what is the electric resistance of the longer wire in comparison with the shorter wire?
Consider three wires X, Y and Z of the same length such that the ratio of their conductivities is 1 : 2 : 3. Further, the cross-sectional area of wire Z is twice that of Y and the resistance of X is equal to the resistance of Z. What is the ratio of the resistance of Y to that of X?
Which of the following metals has the lowest electrical resistivity?
When electric current is passed through a wire, the amount of heat produced in a wire depends upon _______.
I. Length
II. Thickness
A uniform wire of resistance 9Ω is bent in the form of an equilateral triangle. Find the effective resistance across a side of the triangle.
The value of carbon resistance is 54 × 103 Ω. The percentage tolerance is 5%. What is the colour code sequence of carbon resistance?
Which of the following relations are wrong?
I. The specific conductance is given by the relation \(k = \frac{1}{R}\left( {l/A} \right)\)
II. The equivalent conducting is given by the relation \(\lambda = \frac{{100\;K}}{C}\)
III. The specific resistance is given by the relation \(\rho = \frac{{Rl}}{A}\)