Coded data generation or conversion – Analog to or from digital conversion – Digital to analog conversion
Reexamination Certificate
2001-08-03
2002-12-24
Williams, Howard L. (Department: 2819)
Coded data generation or conversion
Analog to or from digital conversion
Digital to analog conversion
C341S136000, C341S153000
Reexamination Certificate
active
06498575
ABSTRACT:
BACKGROUND OF THE INVENTION
1. Field of the Invention
The present invention is related to a D/A converter for outputting an analog signal in correspondence with a digital input signal.
2. Description of the Related Art
Very recently, since fine processing techniques of semiconductor integrated circuits are specifically improved, there is great progress in digital processing techniques for conventional analog processing systems. In digital processing systems, there are many possibilities that input/output signals of such digital processing systems are produced in analog signal forms. Therefore, digital-to-analog (D/A) converters capable of converting digital signals into analog signals are necessarily required in such digital processing systems, the important aspect of which is considerably increased.
Subsequently, a conventional D/A converter will now be explained. 
FIG. 10
 shows a structural diagram of an n-bit D/A converter. Reference numeral 
10
 indicates an n-bit digital input signal, and reference numeral 
11
 represents a decode circuit for outputting “k” pieces of control signals used to select a predetermined current cell circuit in response to the digital input signal 
10
. Symbol “k” is equal to “2
n
−1.” Also, reference numeral 
12
 indicates “k” pieces of current cell selection signals which are outputted from the decode circuit 
11
, and reference numeral 
13
 represents “k” pieces of current cell circuits which are 
25
 selected by the current cell selection signal 
12
 and also own values equal to each other. Reference numeral 
14
 denotes an output current which is produced by adding such output currents of current cell circuits selected by the current cell selection signal 
12
 among all of the current cell circuits 
13
, reference numeral 
15
 indicates another output current which is produced by adding such output currents of current cell circuits other than the current cell circuits selected by the current cell selection signal 
12
 among all of the current cell circuits 
13
. Also, reference numeral 
16
 shows a current-to-voltage converting circuit for converting the output current 
14
 into a voltage corresponding thereto, reference numeral 
17
 denotes a current-to-voltage converting circuit for converting the output current 
15
 into a voltage corresponding thereto, reference numeral 
18
 represents an analog output terminal from which the voltage converted by the current-to-voltage converting circuit 
16
 is outputted, and reference numeral 
19
 shows an analog output terminal from which the voltage converted by the current-to-voltage converting circuit 
17
 is outputted.
FIG. 11
 is a structural diagram for showing a structure of the current cell circuit 
13
. Reference numeral 
20
 shows a current cell selection signal, reference numeral 
21
 represents a constant current source for supplying a unit current “i”, reference numeral 
22
 indicates a current output terminal to which the current “i” is supplied in the case that the current output terminal is selected by the current cell selection signal 
20
, and reference numeral 
23
 indicates a current output terminal to which the current “i” is supplied in such a case that the current output terminal is not selected by the current cell selection signal 
20
. Also, reference numeral 
24
 shows a Pch transistor having a switch function and connected to a current path provided on the side of the current output terminal 
22
, reference numeral 
25
 represents another Pch transistor having a switch function and connected to a current path provided on the side of the current output terminal 
23
, and also reference numeral 
26
 shows an inverter for inverting the current cell selection signal 
20
 which is supplied to the gate of the Pch transistor 
24
.
Next, a description will be made of operations of the current cell circuit of FIG. 
11
. As indicated in 
FIG. 11
, the current cell selection signal 
20
 is supplied to the gate of the Pch transistor 
25
, and also is supplied via the inverter 
26
 to the gate of the Pch transistor 
24
 so as to activate the switch function of any one of the current paths of the current cell circuits, so that the output currents derived from the current output terminals 
22
 and 
23
 are controlled.
FIG. 12
 shows a relationship explanatory diagram for explaining the current cell selection signal 
20
 (SEL), and values of currents supplied to both the current output terminal 
22
 and the current output terminal 
23
. In such a case that the current cell selection signal 
20
 (SEL)=1, since the Pch transistor 
24
 (TP
1
) is turned ON and the Pch transistor 
25
 (TP
2
) is turned OFF, the unit current “i” is supplied only to the current output terminal 
22
 whereas the unit current “i” is not supplied to the current output terminal 
23
. Contrary to the above case, in such a case that the current cell selection signal 
20
 (SEL)=0, since the Pch transistor 
25
 (TP
2
) is turned ON and the Pch transistor 
24
 (TP
1
) is turned OFF, the unit current “i” is supplied only to the current output terminal 
23
 whereas the unit current “i” is not supplied to the current output terminal 
22
.
FIG. 13
 is a structural diagram of the current-to-voltage converting circuits 
16
 and 
17
. Reference numeral 
40
 indicates a current input terminal, reference numeral 
41
 shows an input current having a current value “I”, reference numeral 
42
 indicates a resistive element having a resistance value “R”, and reference numeral 
43
 indicates a voltage output terminal. Next, a description will be made of operations of the current-to-voltage converting circuits 
16
 and 
17
. The input current 
41
 entered from the current input terminal 
40
 flows entirely via the resistive element 
42
 to the ground at the zero potential. At this time, such a voltage defined by I×R is produced at the voltage output terminal 
43
 based upon the law of Ohm.
Now, operations of the n-bit D/A converter with employment of the above-explained circuit arrangement shown in 
FIG. 10
 will be described. Assuming now that a total number of the above-explained current cell circuits 
13
 is “m” (symbol “m”=0, 1, 2, . . . , k) which are selected in response to the digital input signal 
10
, the output current 
14
 becomes “m×i,” and the output current 
15
 becomes (k−m) X i. As a consequence, in the case that both the current-to-voltage converting circuit 
16
 and the current-to-voltage converting circuit 
17
 are arranged by the resistive element having the resistance value “R”, such a voltage having a value of “m×i×R” is outputted from the analog output terminal 
18
, and such a voltage having a value of “(k−m)×i×R” is outputted from the analog output terminal 
19
. In this case, since symbol “m” may own values from “0” to (2
n
−1), it is possible to realize such a D/A converter having (2
n
) pieces of gradation, namely n-bit resolution in response to the digital input signal.
However, the above-explained conventional D/A converter owns the below-mentioned problems. That is, in the conventional D/A converter having the above-described structure, the unit current is realized by the constant current source. As a result, a plurality of constant current sources are required whose total number is equal to the necessary gradation number. For instance, in the case of a 10-bit D/A converter, 
1023
 (=2
10
) pieces of such constant current sources are necessarily required. Since the respective constant current sources are made of analog elements, the occupied area of these constant current sources which occupy the silicone wafer within the semiconductor integrated circuit is large. Moreover, in such a case that the resolution is increased by 1 bit, the resultant occupied area becomes approximately two times. Since product cost of a semiconductor integrated circuit largely depends upon an occupied area of this circuit, such a circuit design must be avoided which may induce an increase of the occupied area. In such a technical field of dig
Matsushita Electric - Industrial Co., Ltd.
Pearne & Gordon LLP
Williams Howard L.
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