Note: In  nMOS transistors,   current amplification varies depending on the direction of the electric field and responds to electric fields of different sizes.  This results in useful electronic behavior depending on how the voltage  (or electronic field  ) is applied, which in an nMOS transistor is called (bias).nMOS transistors use a voltage to apply to the input terminal, which is called the gate, and the current passing through it is proportional to this voltage.Since the operation of  nMOS transistors   is based on an electric field resulting from the input gate voltage (the name field effect is for this reason), it makes the field effect transistor a voltage-based component. nMOS transistors  are a single-pole semiconductor device whose characteristics are very similar to the same bipolar transistor. Some of the features of this part are high efficiency, instantaneous operation, resistance and cheapness, which can be replaced in most electronic circuits with bipolar junction transistors and structurally similar (such as BJT).Understanding how an  nMOS transistor works  is difficult because it involves  fairly advanced quantum mechanics. However, at the simplest level, the operation of an  nMOS transistor can be understood  by looking at the flow of positive charges (or "holes  ") and negative charges (electrons).  pn junctions  are also important in the operation of a transistor.  Proper operation of the  nMOS transistor  requires a process   known  as biasing .  Semiconductors can be left with materials so that they are more than electrons  that are easily displaced  - which is generally used in  the negative  or  n-type region  .  In general, as a hint - also, they can be made with elements that create an over-hole that easily absorbs these doped electrons   or   p   -type   region.
Note: nanotube antennas at a glance  First, it gives us the impression that it is similar to the Dipole antenna, which is designed in small dimensions  has been But in fact it is not the case. In the main theory of Dipole antennas to determine the current distribution on the antenna, that the Dipole radius is larger than the skin depth and also Resistance losses are so low that they can be ignored.with noticing that the nanodipole L/d is significantly reduced, it cannot be used . is completely excluded. Because here the electrons are only allowed to move along the conductor string and therefore the current distribution is effectively one-dimensional. In addition to the fact that the electrons only move in one dimension, there are two important issues. Also happens, large inductance and resistance. These characteristics create a very different behavior for nanotube antennas compared to classical antennas. The main difference is that the current distribution is alternating with a wavelength that is 100 times smaller than the free space wavelength for a certain thermal frequency. The wavelength of current distribution depends on the wave speed in that mode. If the speed of the wave is the same as the speed of light, the wavelength of the current distribution is the wavelength of electromagnetic waves in free space. On the other hand, the wave speed in nanotubes is about one hundred times lower than the speed of light. This is because in circuit theory, the wave speed is equal to the inverse of the square root of the capacitive capacitance per unit length multiplied by the inductive capacitance per unit length.  In one-dimensional electric conductors such as nanotubes, the skin depth mode.