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The invention relates to the design and manufacture of integrated circuits, and more particularly, to techniques, systems, and methods for implementing metal-fill patterns on an integrated circuit.
In recent years, in IC manufacturing, chemical-mechanical polishing (CMP) has emerged as an important technique for planarizing dielectrics because of its effectiveness in reducing local step height and achieving a measure of global planarization not normally possible with spin-on and resist etch back techniques. However, CMP processes have been hampered by layout pattern dependent variation in the inter-level dielectric (ILD) thickness which can reduce yield and impact circuit performance. A common approach for reducing layout pattern dependent dielectric thickness variation is to change the layout pattern itself via the use of metal-fill patterning.
Metal-fill patterning is the process of filling large open areas on each metal layer with a metal pattern to compensate for pattern-driven variations. The manufacturer of the chip normally specifies a minimum and maximum range of metal that should be present at each portion of the die. If there is an insufficient amount of metal at a particular portion or “window” on the chip, then metal-fill is required to increase the proportion of metal in that portion or window. Otherwise, an insufficient amount of metal may cause bumps to exist in the finished chip. However, too much metal may cause dishing to occur. Therefore, the metal-fill process should not cause the die to exceed any specified maximum range of metal for the chip.
To explain further, in this approach, a chip layout is divided into a set of delineated portions or windows. For each window, the metal features or “blockages” 103 are identified, as shown in window 102. If the proportion of metal in that window is below a specified minimum percentage, then metal-fill patterning is performed to increase the amount of metal. In many cases, the designer or manufacturer will specify a minimum distance around each blockage that should not contain the additional metal-fill. As shown in window 104, a fence 105 is established around each blockage 103 in the window to maintain this minimum distance around each blockage.
A fill template is selected to provide the metal-fill pattern. The fill template is a fixed pattern of uniform metal shapes, e.g., an array of 2 um×2 um shapes spaced apart by 2 um, as shown in the example fill template of window 106. Once a fill template has been selected, the fenced blockage window 104 is overlaid upon the fill template, resulting in the new chip layout as shown in window 108.
At this point, a determination is made whether the layout meets minimum and maximum metal requirements. In some cases, the selected metal-fill pattern may contain too much metal, causing the new layout to exceed maximum metal percentages as specified by the manufacturer. In other cases, the metal-fill pattern may contain too little metal, causing the new layout to fall beneath specified minimum metal percentages. In either case, a new metal-fill pattern must be selected and the overlaying process repeated.
In certain instances, the metal-fill pattern may be sufficient, but must be “shifted” to properly fit against the fenced blockage window. For example, it can be seen in portion 110 of window 108 that because of the uneven distances between blockages, the metal-fill pattern does not exactly fit within the spaces between the blockages. Thus, the fixed, regular pattern of the metal in the metal-fill causes portions 112 and 114 of the new layout in window 108 to contain less metal than other portions. This can be corrected by shifting the metal-fill pattern 106 against the fenced blockage window 104 until a more optimal metal percentage is achieved.
The process of re-selecting a new metal-fill pattern or shifting the metal-fill pattern and then re-performing the overlaying is iteratively repeated until the final layout satisfies the minimum and maximum metal percentage requirements for the chip. In effect, this fixed template approach may be seen as a trial and error approach in which multiple passes through the metal-fill selection/overlaying process is needed to achieve an acceptable metal percentage. This trial and error approach can be costly and inefficient, particularly if the iterative steps of the process must be manually performed. Moreover, as new chip designs become smaller, the required metal percentage requirements become even stricter, which may require even more passes through this process to achieve an acceptable metal percentage.
To overcome the disadvantages of these and other approaches, the present invention provides an improved method, system, and article of manufacture for implementing metal-fill for an integrated circuit. A disclosed embodiment calculates the best offset in each area to be filled and dynamically adjust shape widths and different shape lengths that best fill that area, in which only a single pass is needed to appropriately determine the metal-fill pattern. An embodiment also simultaneously optimizes across multiple metal-fill windows such that that the process will not add shapes in a window that would exceed the maximum density, while attempting to make all windows match the preferred density, and meeting the minimum density.
Also disclosed is a method, system, and article of manufacture for implementing metal-fill that is coupled to a tie-off connection. An embodiment that is disclosed comprises a method, system, and article of manufacture for implementing metal-fill having an elongated shape that corresponds to the length of whitespace. Also disclosed is the aspect of implementing metal-fill that matches the routing direction. Yet another disclosure is an implementation of a place & route tool incorporating an integrated metal-fill mechanism. Other and additional objects, features, and advantages of the invention are described in the detailed description, figures, and claims.
a, 5b, and 5c illustrate the process of
The present invention is directed to an improved method, system, and article of manufacture for implementing metal-fill for an integrated circuit. A disclosed embodiment calculates the best offset in each local area to be filled (e.g. minimum spacing from the existing metal), and dynamically adjust shape widths and different shape lengths that best fill that area. A metal-fill window will be processed in one pass, with possibly different sizes or shapes of metal-fill in the windows. An embodiment also simultaneously optimizes across multiple metal-fill windows such that that the process will not add shapes in a window that would exceed the maximum density, while attempting to make all windows match the preferred density, and meeting the minimum density.
At 202, the design is partitioned into a collection of windows. The required/desired window size can be specified by, for example, the chip manufacturer. In this process action, the design is divided into windows of the desired size, e.g., 100×100 microns or 50×50 microns.
In one embodiment, the first window starts at the lower left of the design. An area look-up data structure can be built to support area searching during the metal-fill process. In one embodiment, a “kd-tree” (WindowTree) structure is built to support area searching. As known to those of skill in the art, a kd-tree refers to a well-known data structure that supports efficient geometric data retrieval. For purposes of illustration only, and not by way of limitation, the present embodiment of the invention is described using the kd-tree structure.
After the design has been partitioned into windows, the windows can be clustered into defined regions (204 from
Referring back to the flowchart of
At 212, the procedure computes the pre-filled density per window per layer. Computing the density values can be rendered more efficient by using an abstract of standard cells in the design. The abstract provides an estimated/composite density value that can be used for all associated standard cells, instead of performing costly calculation activities to determine the exact density contributed by each portion of a standard cell. Depending upon the specific standard cell, this approach may result in some amount of inaccuracy in the final density calculations (e.g., if the cell straddles two windows), which may be generally acceptable.
Blockages (rectangles) are merged and extracted to ensure that overlapping blockages are counted only once. This avoids over-calculating the density for a particular window.
For each lookup strip, the process performs the actions shown in box 408. At 410, the process finds rectangles intersecting the lookup strip from the kd-tree structure. The edges of the found rectangles are sorted, e.g., from bottom to top (412).
For each found rectangle, the process performs the action shown in box 414. The new rectangle is formed using sides from the lookup strip and the found rectangle (416). The bottom edge of the lookup strip to top edge of rectangle is updated (418).
Horizontal and/or vertical merging are next performed (420).
Referring back to
“Whitespaces” are located and identified around the fenced blockages. Whitespaces are open areas where metal-fills can be inserted without causing DRC (design rule checking) violations. Each whitespace is bordered by the edges of fenced blockages and region boundary. The procedure to find whitespaces is similar to the merge/extract procedure explained with reference to
After whitespaces are formed, a whitespace is likely bordered by other whitespaces. If this occurs, the boundary of the whitespace is shrunk by the required spacing. Therefore, the joint whitespaces are separated at step 220. The procedure to check if a whitespace touches other whitespaces is described below:
Sort whitespaces from largest to smallest.
Build kd-tree with one single largest whitespace.
For each current remaining whitespace do
End For
Windows 702a and 702b in
Once the whitespaces have been defined, each whitespace is split into smaller metal-fills at step 222 to form a metal-fill pattern in the whitespaces (window 702c of
If desired, the long wires of the metal-fill pattern can be split again in another direction to form smaller metal-fill pattern elements, as shown by elements 806 in
The exact metal-fill pattern used in a particular whitespace can be adjusted to change the amount of metal-fill in each whitespace or window. If a particular window has a low density value, then the metal-fill pattern can be selected to deposit a greater amount of metal. If a window already has a high density value, then the shape, spacing, or dimensions of the metal-fill pattern can be adjusted to reduce the amount of metal deposited in the whitespace for that window. For example, the spacing between the metal-fill elements can be adjusted.
In addition to the minimum and maximum density parameters, a manufacturer often has a preferred or desired density for the metal-fill percentage of a given window. The present approach allows one to not only meet the minimum and maximum density requirements, but to tailor the exact amount of metal that is deposited to match the preferred density. To accomplish this, the post-fill density of the window is determined (224). If the metal-fill percentage of the window exceeds the preferred density, then the metal-fill pattern for that window is modified to attempt to match the preferred percentage. In one approach, this is accomplished by removing metal-fill from the window (226).
The density values of neighboring, overlapping windows can be considered when determining how to adjust the metal-fill in a particular window. This is illustrated by the metal-fill procedure shown in
After calculating the density in window 1102b, assume that it has been determined that some metal-fill elements should be removed to meet the preferred density value in this window 1102c. Here, the window 1102 overlaps with neighboring windows 1110 and 1112. In this example, further assume that window 1110 has a relatively low density value while window 1112 has a relatively higher density value. As a result, the metal-fill elements removed from the overlapping portions of window 1102c should be selected to ensure that it both benefits and does not harm the ability of the neighboring windows to achieve the desired density. Here, since neighboring window 1112 already has a relatively high density, excess metal-fill from window 1102c can be removed from the portion of this window that overlaps window 112 to help ensure that window 112 does not exceed the maximum density, and preferably meets the desired density. Since neighboring window 1110 has a relatively low density, no or little metal-fill is removed from the overlapping portion between window 1110 and window 1102c.
The following describes an embodiment of an approach for removing metal-fill if there are windows that exceed preferred density after computing post-filled density for all windows:
Build kd-tree from all metal-fills created.
Sort windows with largest density first.
For each window do
End For
The list of metal-fills is maintained to track the changes to the design (228).
At 232, the metal-fill wires are processed with respect to tie-off nets (if they exist). In conventional systems, metal-fill is left floating on the chip. In the present invention, the metal-fill can be designed to tie-off at either power or ground. This aspect of the invention is illustrated in
The following describes an embodiment of a process for implementing the metal-fill wires to connect to tie-off nets:
If tie-off net exists
End If tie-off net
In this process, a ConnectTree refers to a tree of existing wires that connect to power and ground. Wire segments of tie-off nets are placed in tree (kd-tree) to facilitate area lookup. This tree is constantly growing, since any wire in the metal-fill that connects to power and ground provides yet another connection for power or ground that is accessible by other wires in the metal-fill. This process keeps track of these connections as a tree structure. As is evident, any later connections can be tied to any point in the tree of connections. Any wire type, shape or width can be filtered and excluded as potential target if desired.
For the act of finding a tie-off target in ConnectTree, a bounding box of each floating fill can be used to search in ConnectTree (kd-tree) for potential tie-off net targets for a connection. A potential target is then checked to ensure a via can be inserted without causing DRC violation. If stack via is not allowed, in one embodiment, a potential target must be within one layer (above or below) from the floating fill layer. The size of the via can be selected based on the via rule generation definition. The metal and cut spacing are taken into account to ensure no DRC violations occur as the via is inserted.
In the step of creating a new ConnectTree using connected fills, the old ConnectTree is no longer needed and hence can be removed. The new ConnectTree is created using only connected fills of the last pass. The loop iterates until there are no more connected fill from the last pass (i.e., ConnectTree is nil).
When removing metal-fill to achieve a preferred density, one factor that can be taken into account is whether a particular wire-fill element is tied to power or ground. To illustrate, consider the metal-fill pattern shown in
Returning back to
By integrating the metal-fill mechanism 1412 into the layout/place&route tool 1402, this allows designers to discover and fix problems that may be caused by the metal-fill earlier in the design flow. In effect, the metal-fill becomes just another set of features of the physical design that is verified during the ordinary course of performing extraction and verification upon the layout. Moreover, integrating the metal-fill mechanism into the layout/place&route tool allow the tool to ensure that sufficient information is available to adequately perform verification. If the metal-fill process is performed later in the design flow, then it is possible that some necessary item of information about either the metal-fill or other features in the layout will not be sufficiently or readily available to adequately perform verification.
In this way, it can be seen that a single-pass approach has been described for implementing metal-fill for an integrated circuit design. Rather than having to iterate multiple times over the same design with multiple fixed fill patterns and/or offsets to satisfy density requirements (as required with the fixed template approach), the present approach allows a single pass through the embodied procedure to configure the metal-fill to meet the density requirements. Moreover, the present approach allows one to fine-tune the metal-fill, during that single pass, to address preferred density values, and not just the minimum and maximum density requirements.
In the foregoing specification, the invention has been described with reference to specific embodiments thereof. It will, however, be evident that various modifications and changes may be made thereto without departing from the broader spirit and scope of the invention. For example, the above-described process flows are described with reference to a particular ordering of process actions. However, the exact ordering and/or content of the described process actions may be changed without affecting the scope or operation of the invention. The specification and drawings are, accordingly, to be regarded in an illustrative rather than restrictive sense.
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