|
There seems to be no problem. The
transistors are insulated from each other because one of the pn-junctions between them
will always be blocking. However: We must also consider
"parasitic transistors" not intentionally
included in our design! |
| |
| |
|  |
If in the space between transistors a wire is crossing on top
of the insulating layer as shown in the illustration, it will, on occasion be at high potential.
The drain of the left transistor together with the source of the right transistor will now
form a parasitic transistor with the insulating layer as
the gate dielectric, and the overhead wire as the gate electrode. |
|
|  | Everything being small, the
threshold voltage may be reached and we have a current path where there should be none. |
| |  | This
is not an academic problem, but a typical effect in integrated circuit technology, which is not found in
discrete circuits: Besides the element you want to make, you may produce all kinds
of unwanted elements, too: parasitic transistors, capacitors, diodes, and even thyristors. |
| | | | |
| How we produce
the additional insulator called field oxide between the transistors
will concern us later; here it serves to illustrate two points: |
|
 |
Insulation is not just tricky for bipolar transistors, it is
a complicated business with MOS technology, too |
|
 |
There is now some "topology" - the
interfaces and surfaces are no longer flat. Looks trivial, but constitutes one of
the major problems of large-scale integration! |
 | Note
that the gate - substrate part of a MOS transistor is, in principle, a capacitor. So we can now make capacitors, too. |
|  |
However, if we need a large capacitance
- say some 50 fF (femto Farad) - we need a large
area (several µm2) because we cannot make the dielectric arbitrarily
thin - we would encounter tunneling
effects, early breakdown,
or other problems. So we have to have at least a thickness of around 5 nm of SiO2
. If the capacitor area than gets too large, the escape road is the third
dimension: You fold the capacitor! Either into the substrate, or up into the layers
on top of the Si. |
|  | The
"simple" way of folding integrated capacitors into the substrate is shown in the
right hand side of the next illustration |
| |
 | Planar
capacitor | "Trench" capacitor | |
| The
planar capacitor (on the left) and the "trench"
capacitor (on the right) have a doped region in the Si for the second electrode, which
must have its own connection - in the drawing it is only shown for the trench capacitor. We
learn two things from that: |
|  | 1.
Large scale integration has long since become three-dimensional - it is no longer a "planar
technology" as it was called for some time. This is not only true for truly three-dimensional
elements like the trench capacitor, but also because the processes tend to make the interfaces
rough as we have seen already in the case of the field oxide. |
|
 |
2. The names for certain features generally
accepted in the field, are on occasion simply wrong! The capacitor shown above is not folded into a trench (which is something deep and long in one lateral direction,
and small in the other direction), but into a hole (deep
and small in both lateral directions). Still, everybody calls it a trench
capacitor. |
 | The key processes for ICs more complex than, say,
a 64 Mbit memory, are indeed the processes that make the surface of a chip halfway flat
again after some process has been carried out. |
 | Again,
there is a special message in this subchapter: Integrating MOS transistors, although
supposedly simpler than bipolar transistors (you don't need all those pn-junctions),
is far from being simple or obvious. It is again intricately linked to specific combinations of materials and processes and needs lots
of ingenuity, too. |
|  | But we are still not done in
trying to just get a very coarse overview of what integration means. If
you take an arbitrary chip of a recent electronic product, changes are that you are looking
at a CMOS
chip, a chip made with the "Complementary Metal Oxide Semiconductor
" technology. |
|  | So lets see what
that implies. |
| | |
© H. Föll (Electronic Materials - Script)