| N - C | one carbon is methyl, there is only one way it
can be attached |
| Now you have been given two tennis balls: |
| N - C - C | two carbons is ethyl, there is only one way
you can attach them |
| Now you have been given three tennis balls: |
| N - C - C - C |
three carbons is propyl, this is one way they can be attached
(known as propyl) |
| But a second possibly emerges: |
|
the third tennis ball can touch the first rather
than the second ball (known as isopropyl) | |
| Now you have been given the fourth tennis
ball: |
| N - C - C - C - C | four carbon atoms is butyl,
this is one way they can be attached (known as normal butyl), |
|
the fourth ball can touch the first, this is another
way they can touch (known as secondary butyl) |
|
the fourth ball can touch the second, this is yet another
way they can touch (known as iso butyl, or i-butyl), |
| (of course, if the fourth ball touches the third,
you have the normal butyl as shown above) |
|
the third and fourth ball can touch the first one -- this is the
fourth way they can touch (known as tertiary butyl) |
You can have one of the four tennis balls touching two of the others
at the same time (as well as touching the nitrogen); this formation is
known as a cyclopropyl ring. Four of them all touching one another
gives a cyclobutyl ring. You can see that when the number of tennis
balls gets into the many dozens, the isomer count gets into the many
millions, because there can be not just straight out, but ups and
downs as well, and little rings and big rings and multiple rings, and
cross-linking and everything and anything that can be imagined. That,
in a word, is what makes chemistry fun. When two groups that are the
same are both attached to the nitrogen atom, you have a di-compound,
and with this four-tennis ball analogy, you can have dibutyl, or
di-i-butyl, or di-s-butyl or di-t-butyl tryptamine and, of course, all
possible mixtures.