Multi-port memory cell with preset

Static information storage and retrieval – Addressing – Multiple port access

Reexamination Certificate

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Details

C365S154000

Reexamination Certificate

active

06175533

ABSTRACT:

BACKGROUND OF THE INVENTION
1. Field of the Invention
The present invention relates to memory cells and, in particular, to multiple access memory cells with multiple write- and read-access ports.
2. Description of the Related Art
Computer memory cells are in wide use today. They may be used, for example, in random-access memory (RAM), in registers, and other devices. Each memory cell stores a bit of data, i.e. a 0 (low, typically V
SS
or ground (0V)) or 1 (high, typically V
DD
). New data may be written into the cell, and stored data may be read from the cell. A row of memory cells is typically used to provide storage of larger, multi-bit units of data such as bytes or words. An array of memory cells can provide a number of rows or words to provide multiple word storage.
Referring now to
FIG. 1
, there is shown a circuit diagram illustrating a prior art memory cell
100
. Memory cell
100
comprises a flip-flop or memory element comprising inverters
101
,
102
, which may be implemented with two transistors each (one nmos and one pmos transistor). The flip-flop has data node D and inverse-data node DN (data-not, the inverse of D). Data node D stores a 1 or 0 corresponding to the data stored in memory cell
100
.
Cell
100
comprises at least one data access port such as the data access port illustrated in
FIG. 1
, which allows a single external device or component such as a processor to write or read a bit to the cell, at a given time. The term data access port (or access port) is used to refer to both write and read data access ports, that is, a data access port used to perform a read or write of data. A data access port used to write data may be referred to as a write-access port, and a data access port used to read data may be referred to as a read-access port.
The data access port illustrated in
FIG. 1
comprises nmos access transistors
105
,
106
, plus four input lines for the three signals BIT, {overscore (BIT)}, and WL (Word-Line), for purposes of writing a bit to or reading a bit from memory cell
100
, from or to a single external device such as a processor. The memory cells of a given column of an array of memory cells typically share the same data access ports.
Cell
100
may be powered by a power supply voltage of, say, V
DD
=3V. Nmos transistors such as transistors
105
,
106
have a typical threshold drop of approximately 0.6V. Due to the threshold voltage of access transistor
105
, the input signal on a single input line BIT may not be strong enough to write a 1 quickly enough, or even at all. For example, if cell
100
previously stored a 0 so that data node D was 0V, and a 1 is to be written to the cell by input line BIT, then a 1 (3V) on line BIT causes node D to raise from 0V to only 2.4V, because of the voltage drop of 0.6V across transistor
105
. Increasing node D to 2.4V may be too low to quickly raise the cell to a 1 state from a 0 state, because it may be slow to overcome the current 0 state of the cell.
Even worse, with even lower supply voltages such as 1.2V, node D would only be raised to 0.6V, which is insufficient to guarantee that node D is pulled high quickly enough or even at all. With smaller and smaller supply voltages, because of the voltage drop of the access transistor of the data access port, a single input line is unable, in the prior art, to override the previous 0 state to write a 1 state.
Thus, two input lines, BIT and {overscore (BIT)}, are typically used to store the signal provided by the BIT line in a memory cell such as cell
100
. To store a value in cell
100
, signal WL goes high, and BIT provides the signal to be stored, while {overscore (BIT)} provides the inverse of the BIT signal. In the case where D was is 0 from the previous memory state, and BIT carries a 1 (1.2V) to be stored in cell
100
, {overscore (BIT)} is 0V and so is node DN, because there is no voltage drop across transistor
106
when {overscore (BIT)} is 0. A 0 or low signal at the input to inverter
102
causes inverter
102
to bring node D quickly up to 1. Thus, each write-access port requires two access transistors such as transistors
105
,
106
plus four input lines carrying three input signals. For a write operation, the BIT signal is derived from the data signal provided by the processor writing into the cell. The {overscore (BIT)} signal is provided by an inverter external to the memory cell array. The WL signal is provided by memory control logic which itself receives address information from the processor.
Similarly, the data access port may be used as a read-access port. In this case access transistors
105
,
106
serve as read-access transistors. To read the state or bit of cell
100
, an output line coupled to each of the BIT and {overscore (BIT)} terminals has to be precharged. Then, the read-access transistors
105
,
106
are turned on, allowing the cell to discharge one of the two precharged lines, depending on whether the cell is high or low. When a line is discharged, external circuitry can detect this and thus will be able to tell whether the memory cell
100
has a 0 or 1 stored therein.
Other memory cells in the same column (bit position) as cell
100
comprise a similar data access port and are coupled to the same BIT and {overscore (BIT)} lines for the port. Thus, it is not possible for a single processor to access cell
100
and another cell in the same column but in a different row (word) using the same port, at the same time. For this reason, each processor is typically coupled to at least two ports per memory cell, so that it can access one cell using one of the two ports and access the other cell using the other port. The processor itself has at least two data ports by which it couples to the two different memory ports of each memory cell. This means that each processor is coupled by its two data port lines to each memory cell column, and each cell has 8 port lines or terminals for the processor.
Memory cells are often implemented in computer systems having multiple processors or other units, each of which may need to simultaneously read from and/or write into the array of memory cells. For example, each of four processors may need to write or read from four different words or rows of the memory cell array. Alternatively, one or more processors may wish to read simultaneously from the same cell while it is being written by another processor. There is thus a need for multiple access memory cells, that is, memory cells with sufficient read and write data access ports to allow multiple external units such as processors to be able to simultaneously read from and/or write to the memory cell array.
As explained previously, each memory cell may require 2 access ports (i.e., 4 access transistors and 8 terminals) for each processor. Thus, for multiple processors, each memory cell requires two access ports and 8 terminals per processor. For example, If 4 processors are to be able to access cell
100
, this requires 4×2=8 ports (i.e. 4×4=16 access transistors and 4×8=32 signal terminals) per memory cell.
One problem with this conventional memory cell design is that many transistors and terminals must be added for each additional data access port and processor of the system. The large number of access port transistors and terminals increases chip (and PCB) area and power consumption. The necessity of precharging two read lines and of always discharging one of the two for each read also consumes a large amount of power. Further, during a write-through operation, where one processor writes cell
100
while another processor simultaneously reads the data being written to memory cell
100
via a second access port, the load on nodes D and DN imposed by the second access port can slow down the speed of writing the new data to the cell.
SUMMARY
An integrated circuit includes a memory cell that stores a data bit corresponding to one of a low and a high voltage. A memory element is coupled to a data node for storing the data bit and to an inverse data node for storing an inverse of the data b

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