The relationship between the length, material, and inductance of a wire is that the inductance of a wire increases with its length and the type of material it is made of. A longer wire and a wire made of a material with higher conductivity will have higher inductance.
The relationship between the length and inductance of a straight wire is directly proportional. This means that as the length of the wire increases, the inductance also increases. Conversely, as the length decreases, the inductance decreases.
The length of parallel wire inductance is directly proportional to its effect on the overall inductance value. This means that as the length of the wire increases, the inductance value also increases.
The inductance of a straight wire is directly related to its physical properties such as length, cross-sectional area, and material composition. A longer wire with a smaller cross-sectional area and made of a material with higher conductivity will have higher inductance.
The resistance vs length graph shows that there is a direct relationship between resistance and length. As the length of the material increases, the resistance also increases.
The inductance of a straight wire is a measure of its ability to store energy in the form of a magnetic field when an electric current flows through it. It depends on the length and diameter of the wire, as well as the material it is made of.
The relationship between the length and inductance of a straight wire is directly proportional. This means that as the length of the wire increases, the inductance also increases. Conversely, as the length decreases, the inductance decreases.
The length of parallel wire inductance is directly proportional to its effect on the overall inductance value. This means that as the length of the wire increases, the inductance value also increases.
The inductance of a straight wire is directly related to its physical properties such as length, cross-sectional area, and material composition. A longer wire with a smaller cross-sectional area and made of a material with higher conductivity will have higher inductance.
The resistance vs length graph shows that there is a direct relationship between resistance and length. As the length of the material increases, the resistance also increases.
Conductivity is the inverse of resistivity. (i.e. conductivity = 1/resistivity) Resistivity is the resistance per metre of material. So a material will have a resistance of its length multiplied by its resistivity. So the resistance of an object is calculated from conductivity of the material from which it is made and its length by resistance = 1 / (conductivity * length) This makes no attempt to account for capacitance or inductance, so the impedance of a material would be calculated from conductivity as well as capacitance (or inductance) per unit length.
The inductance of a straight wire is a measure of its ability to store energy in the form of a magnetic field when an electric current flows through it. It depends on the length and diameter of the wire, as well as the material it is made of.
Since we know that inductance of an inductor depends on the length of inductor by the formula L=muAN*N/l, where l is the length of inductor. So by varying the length of inductor we say that inductance of inductor varies.
The stress vs strain formula is used to calculate the relationship between the applied force and resulting deformation in a material. It is expressed as stress force/area and strain change in length/original length.
In addition to the number if turns, the inductance also depends on the length and diameter of the winding, the pitch (number of turns per inch), and the material of the core if there is one. Search on line and find an empirical formula for the inductance of a finite coil, and then work to tweak the other parameters to alter the inductance as required.
To calculate a coil's self-inductance, you can use the formula L ( N A) / l, where L is the self-inductance, is the permeability of free space, is the relative permeability of the core material, N is the number of turns in the coil, A is the cross-sectional area of the coil, and l is the length of the coil.
for the purely inductance power,the power factor is zero because true power equals zero.here the power triangle would look like a vertical,because the adjacent (true power) side would have zero length....Engr. olunloyo university of lagos ,Nigeria
Yes, even a straight piece of wire has inductance. One metre (or yard) of household flex has about 800nH (0.8uH) of inductance. Winding wire into coils makes them more compact, and multiplies the inductance of the assembly through coupling between turns. Using straight pieces of wire, the inductance is proportional to the length, but in a coiled inductor with 100% coupling, the inductance is proportional to the turns (length) squared! In many applications, iron or ferrite cores are used to further increase the inductance.