The potential difference must be such that the work of the electric field is equal to the change in the kinetic energy of the electron.�
Since 1 km / s is 300 thousand times less than the speed of light, relativistic corrections can be ignored. The kinetic energy was zero and became mv2 / 2.
The field work (also known as the change in the potential energy of an electron) is eU.�
Hence, the potential difference U=mv2/2e. The charge and mass (rest mass) of an electron can be found in the reference book, or you can search on the Internet.
The potential difference must be such that the work of the electric field is equal to the change in the kinetic energy of the electron.�
Since 1 km / s is 300 thousand times less than the speed of light, relativistic corrections can be ignored. The kinetic energy was zero and became mv2 / 2.
The field work (also known as the change in the potential energy of an electron) is eU.�
Hence, the potential difference U=mv2/2e. The charge and mass (rest mass) of an electron can be found in the reference book, or you can search on the Internet.