If you believe the "Copper Association" it is always worth it. It does save a little bit of money by not wasting energy along the wires, but the benefit varies depending on the continuousness of the load and the degree of loading. Most circuits are never used at full load; if fact I would venture to say that most circuits don't exceed 50% max load. In residential applications I doesn't pay. In commercial applications where the circuits are fully loaded for long periods of time, like kitchen equipment, and air conditioning, stairway lighting, then it might be worth it. How much bigger should the wire size be? Without doing calculations I would say one size bigger is enough.
I'm not sure what you mean by "thicker resistance" wire? The thicker or more diameter of a wire the less resistance it has. A larger diameter wire would produce less heat. More resistance would produce more heat.
Thin wires have higher resistance to electron flow compared to thicker wires due to increased resistance caused by the smaller cross-sectional area of thin wires. Thicker wires have lower resistance because they offer less resistance to electron flow with their larger cross-sectional area.
600w - the thicker filament has a lower resistance, which leads to a higher current and thus higher wattage
Yes, that is correct. Ampacity, which is the maximum amount of electricity a wire can safely carry, increases as the wire diameter increases. This is because a thicker wire has less electrical resistance, allowing more current to flow through without overheating the wire.
Thick steel wool will conduct electricity better than thin steel wool because it has more surface area for the current to flow through. The thicker material allows for more pathways for the electricity to travel, resulting in lower resistance and better conductivity.
When a wire is made thicker it's resistance decreases.
If a filament is replaced by a thicker wire, the resistance of the circuit will decrease. Thicker wires have lower resistance because they offer less resistance to the flow of electric current compared to thinner wires of the same material and length.
Use thicker wire. Doubling the diameter gives one quarter the resistance.
Yes. Resistance = L*Rho/A where: L:length of wire Rho:Resistivity of the used material (for copper: 16.8 nΩm) A:cross sectional area As you can see, making a wire "thicker" will increase A and decrease resistance, because the electrons have more moving space.
When a wire is made thicker it's resistance decreases.
Resistance in a wire can be reduced by using a thicker wire or a material with lower resistivity, like copper. Keeping the wire short and straight also helps reduce resistance. Additionally, ensuring good connections and minimizing temperature fluctuations can further decrease resistance.
A high-resistance bulb typically has a thicker filament compared to a low-resistance bulb. The thicker filament in a high-resistance bulb can withstand the greater heat generated by the increased resistance, resulting in a longer lifespan for the bulb.
Factors that affect resistance of electricity include the type of material the wire is made of (e.g. copper vs. aluminum), the length of the wire (longer wires have higher resistance), and the cross-sectional area of the wire (thicker wires have lower resistance). Temperature also affects resistance, with higher temperatures typically leading to higher resistance.
No. A thicker conductor will lower resistance.
When a wire is made thicker, its resistance decreases. This is because a thicker wire offers more pathways for the flow of electrons, reducing the likelihood of collisions and increasing conductivity.
I'm not sure what you mean by "thicker resistance" wire? The thicker or more diameter of a wire the less resistance it has. A larger diameter wire would produce less heat. More resistance would produce more heat.
Thicker wire has less resistance than thinner wire due to lower electrical resistance. Thicker wire allows more electrons to flow through it easily, resulting in less opposition to the flow of electric current.