In general science contexts, the term matter refers to anything (a substance or a material) from which objects are made.
Generally, matter is made up of atoms, has (rest) mass, and occupies space (volume). From where the word atoms came into the contexts of science and why it become important to explain it? The following example explains the whole phenomenon behind the matter and atom.
From a chemist's point of view, the building blocks of matter are atoms. The types of atoms that make up a particular bit of matter, and the way those atoms are arranged, affect the properties and the behavior of that matter.
Example:
An object of cube shaped of solid gold has some specified length with no empty space. If the cube is cut in half, the two pieces still retain their chemical identity as solid gold. But what if the pieces are cut again and again, indefinitely? Will the smaller and smaller pieces always be gold? Questions such as these can be traced back to early Greek philosophers. Two of them - Leucippus and his student Democritus - could not accept the idea that such cuttings could go on forever. They speculated that the process ultimately must end when it produces a particle that can no longer be cut. In Greek, they were calling
atomos means "not sliceable". From this comes our English word atom.
Discovery of Nucleus
Let us review briefly what is known about the structure of matter. All ordinary
matter consists of atoms, and each atom is made up of electrons surrounding a
central nucleus. Following the discovery of the nucleus in 1911, the question
arose: Does it have structure? That is, is the nucleus a single particle or a collection
of particles? The exact composition of the nucleus is not known completely even
today, but by the early 1930s a model evolved that helped us understand how the
nucleus behaves.
Specifically, scientists determined that occupying the nucleus are
two basic entities,
protons and
neutrons. The
proton carries a positive charge, and a
specific element is identified by the number of protons in its nucleus. This number
is called the
atomic number of the element. For instance, the nucleus of a hydrogen atom contains one proton (and so the atomic number of hydrogen is 1),
the nucleus of a helium atom contains two protons (atomic number 2), and the
nucleus of a uranium atom contains 92 protons (atomic number 92). In addition
to atomic number, there is a second number characterizing atoms
mass number, defined as the number of protons plus neutrons in a nucleus. As we shall see,
the atomic number of an element never varies (i.e., the number of protons does
not vary) but the mass number can vary (i.e., the number of neutrons varies). Two
or more atoms of the same element having different mass numbers are isotopes
of one another.
Fig. 1: The Hydrogen and Helium Atoms
How protons and neutrons act in the nucleus?
The existence of neutrons was verified conclusively in 1932. A neutron has no
charge and a mass that is about equal to that of a proton. One of its primary purposes
is to act as a "glue" that holds the nucleus together. If neutrons were not
present in the nucleus, the repulsive force between the positively charged particles
would cause the nucleus to come apart.
But is this where the breaking down stops? Protons, neutrons, and a host of
other exotic particles are now known to be composed of six different varieties of
particles called
quarks, which have been given the names of
up,
down,
strange,
charm,
bottom, and
top. The up, charm, and top quarks have charges of $+2/3$ that of
the proton, whereas the down, strange, and bottom quarks have charges of $- 1/3$ that of the proton. The proton consists of two up quarks and one down quark, which you can easily show leads to the correct charge for the proton. Likewise, the neutron consists of two down quarks and one up quark, giving a net
charge of zero.
Example 1: How proton and neutron can be expressed according to the different varieties of particles called quarks?
Solution:
As we have read that quarks consists of six other particles knows as up, top, charm, bottom, down, and strange. Each of them has given a value out of three. We also know that 1 proton has +1 charge and 1 neutron has also zero charges. Here we are going to prove this according to quarks.
Fig. 2: The proton and neutron quarks specification.
Following are quarks values;
$$up = +2/3$$
$$top = +2/3$$
$$charm = +2/3$$
where
$$down = -1/3$$
$$bottom = -1/3$$
$$strange = -1/3$$
So charge on one proton contains two up and one down quarks.
$$\begin{array} {rcl} \text{1 proton}& = &up + up + down\\
\text{1 proton charge}& = &({+2 \over 3}) + ({+2 \over 3}) + ({-1 \over 3})\\
& = &{4-1 \over 3} = {3 \over 3} = 1\end{array}$$
Similarly charge on one neutron contains two down and one up quarks.
$$\begin{array} {rcl} \text{1 neutron charge}& = &up + down + down\\
\text{1 neutron charge}& = &({+2 \over 3}) + ({-1 \over 3}) + ({-1 \over 3})\\
& = &{2-1-1 \over 3} = {0 \over 3} = 0\end{array}$$
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