Electric charge is a fundamental property of matter, similar to mass, and is essential for understanding various concepts in physics. Atoms consist of protons, neutrons, and electrons, where protons and electrons possess electric charge, while neutrons do not. The electric charge can be either positive or negative, with protons carrying a positive charge denoted as \( +e \) and electrons carrying a negative charge denoted as \( -e \). The elementary charge, represented by \( e \), is the smallest unit of charge, approximately equal to \( 1.6 \times 10^{-19} \) coulombs (C).
The net charge of an object is determined by the imbalance between the number of protons and electrons it contains. For example, if an atom has 2 protons and 2 electrons, the net charge is zero, indicating electrical neutrality. Conversely, if an atom has 4 protons and 3 electrons, the net charge would be \( +e \) due to the excess proton. Similarly, an atom with 2 protons and 4 electrons would have a net charge of \( -2e \), reflecting the excess electrons.
It is important to note that neutrons do not contribute to the charge, as they have zero charge. The concept of charge quantization states that electric charge exists in discrete amounts, specifically integer multiples of the elementary charge \( e \). This means that charges cannot be fractional; they must be whole numbers of \( e \).
To calculate the total charge of an object, one can use the formula:
\( Q = n_p \cdot e - n_e \cdot e \)
where \( n_p \) is the number of protons and \( n_e \) is the number of electrons. This equation highlights the relationship between the number of protons and electrons in determining the overall charge of an object.
In most cases, materials are electrically neutral, meaning the number of protons equals the number of electrons, resulting in a net charge of zero. Therefore, unless specified otherwise, it is safe to assume that objects are electrically neutral.