Method and system for reducing ARC layer removal by...

Active solid-state devices (e.g. – transistors – solid-state diode – Responsive to non-electrical signal – Electromagnetic or particle radiation

Reexamination Certificate

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C257S639000

Reexamination Certificate

active

06222241

ABSTRACT:

FIELD OF THE INVENTION
The present invention relates to semiconductor devices, such as flash memory devices, more particularly to a method and system for reducing removal of the antireflective-coating by condensing the ARC layer.
BACKGROUND OF THE INVENTION
A conventional semiconductor device, such as a conventional embedded flash memory, includes a large number of memory cells in a memory region. The memory cells are typically floating gate devices, such as floating gate transistors. The conventional embedded memory may also include logic devices in a second region, or core, of the conventional embedded memory. The logic and memory regions of the conventional embedded memory are typically processed separately.
FIG. 1
is a flow chart depicting a conventional method
10
for processing a portion of a conventional semiconductor device, such as a conventional embedded flash memory. A polysilicon layer is deposited across a semiconductor substrate, via step
12
. The polysilicon layer is typically deposited on a thin insulating layer grown on the substrate. A conventional SiON antireflective coating (“ARC”) layer of a desired thickness is then deposited, via step
14
. The conventional ARC layer must be deposited in a very narrow range of the desired thickness in step
14
. This is because the antireflective properties of the conventional ARC layer are highly dependent upon the thickness of the conventional ARC layer. Typically, the desired thickness of the conventional ARC layer is three hundred Angstroms plus or minus ten percent (thirty Angstroms).
A first photoresist layer is then patterned on the conventional ARC layer, via step
16
. The first photoresist layer pattern is typically obtained by spinning a layer of photoresist onto the ARC layer and exposing portions of the photoresist layer to light through a mask layer to develop a pattern, or mask, in the photoresist layer. The first photoresist layer patterned in step
16
typically completely covers the logic region of the conventional imbedded memory. The first photoresist layer also includes a pattern over the memory region to define stacked gates in the memory region of the conventional imbedded memory.
Once the first photoresist pattern has been defined, the stacked gates of the memory region are etched, via step
18
. The first resist layer is then removed and residues cleaned using a wet etch, via step
20
. A second photoresist pattern is then defined, via step
22
. Step
22
typically includes spinning a second layer of photoresist onto the conventional embedded memory and developing the pattern of the second photoresist structure using conventional photolithography. Masking in the second photoresist layer defines gates in the logic region of the conventional imbedded memory, while the second photoresist layer also covers the memory region to ensure that processing of the logic region does not affect the memory region. The gates in the logic region are then etched, via step
24
. The second photoresist layer may then be stripped and residues cleaned, via step
26
. Processing of the conventional imbedded memory is then completed, via step
28
.
Although the conventional method
10
can be used, one of ordinary skill in the art will readily understand that the conventional method
10
results variations in the critical dimension of structures fabricated in the logic region of the conventional embedded memory. When photoresist is spun onto the conventional embedded memory in steps
16
or
22
, the photoresist will vary in thickness. This is particularly true when the topology of the layers under the photoresist is not flat.
Variations in the photoresist layer thickness cause variations in the critical dimension of structures desired to be formed, otherwise known as the swing curve effect.
FIG. 2
is a graph
30
depicting the swing curve effect, variations in critical dimension versus photoresist thickness. The plot
31
indicates the desired size, or desired critical dimension, of a particular feature. The desired size is set by the design of the conventional embedded memory and thus is independent of resist thickness. The plot
32
depicts the variation in critical dimension versus photoresist thickness when a conventional ARC layer of the appropriate thickness is used. Because the conventional ARC layer of the appropriate thickness is used, reflections from the layer(s) underlying the photoresist layer are reduced. Thus, the structures formed using the photoresist layer have a critical dimension that is close to the desired critical dimension.
Curve
34
depicts the variation in the critical dimension for the structure of the desired size when no conventional ARC layer or a conventional ARC layer of an incorrect thickness is used. The antireflective properties of the ARC layer are highly dependent on thickness of the ARC layer. When a resist pattern is formed without the ARC layer, light used in conventional photolithography may reflect off of the layer(s) and structures under the photoresist layer. The reflected light causes variations in critical dimensions of structures etched in the polysilicon layer and causes a phenomenon called reflective notching, a narrowing of the polysilicon lines as a result of reflections from the underlayer. Thus, the critical dimensions of structures fabricated with no conventional ARC layer or a conventional ARC layer without the desired thickness vary more strongly with photoresist thickness. This variation is shown in curve
34
.
FIG. 3A
depicts a portion of a conventional embedded memory
40
after step
16
, patterning the first resist layer, is performed. The conventional embedded memory
40
includes a logic region
44
and a memory region
42
. A polysilicon layer
51
is provided on substrate
50
. Note that an insulating layer (not shown) typically separates the polysilicon layer
51
from the substrate
50
. In addition, underlying structures
47
and
49
are shown. Structures
47
and
49
were obtained prior to deposition of the polysilicon layer
51
. A conventional ARC layer
52
having the desired thickness for reducing reflections is provided on the polysilicon layer
51
. The thickness of the conventional ARC layer
52
is typically three hundred Angstroms plus or minus approximately ten percent. The first photoresist structure
53
covers the logic region
44
, but defines the pattern for stacked gates in the memory region
42
. Note that the first photoresist structure
53
varies in thickness.
FIG. 3B
depicts a portion of a conventional embedded memory
40
after step
18
, etching gates in the memory region
42
, of the method
10
shown in
FIG. 1
is performed. Referring to
FIG. 3B
, stacked gates
54
,
56
and
58
have been formed in the memory region
42
of the conventional embedded memory
40
. The stacked gates
54
,
56
and
58
are covered by remaining portions
55
,
57
and
59
, respectively, of the ARC layer
52
. Portions of the first photoresist layer
53
still covers the stacked gates
54
,
56
and
58
as well as the polysilicon layer
51
and the conventional ARC layer
52
in the logic region
44
. Because the conventional ARC layer
52
has the desired thickness, the critical dimensions of gates
54
,
56
and
58
are quite close to what is desired. In other words, variations in the critical dimension of the gates
54
,
56
and
58
may follow the curve
32
depicted in FIG.
2
.
FIG. 3C
depicts a portion of a conventional embedded memory
40
after step
20
, stripping the first photoresist structure
53
, of the method
10
shown in
FIG. 1
is performed. Referring to
FIG. 3C
, a portion of the conventional ARC layer
52
has been removed during the strip of the photoresist structure
53
. Thus, the conventional ARC layer
52
is thinner than in FIG.
3
B. Typically, twenty to fifty Angstroms are removed during the wet resist strip after the etch performed in step
20
. After the etch, the thickness of the conventional ARC layer
52
is twenty to fifty Angstroms thinner than the optimal thickness. Consequently, removal o

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