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Digital Logic Families Digital logic families Digital logic has evolved over the years and this process has led to the development of a variety of families of digital logic integrated circuits. Each family has its own advantages and limitations. This document describes the main logic families and their characteristics. Among the technologies discussed here are DL, RTL, DTL, ECL, TTL, CMOS and BiCMOS. All of these technologies were developed in the 1950s/1960s and evolved over time. Some of these are still in use today. Diode Logic (DL) Diode Logic (DL) is the most primitive of all the digital logic families. It is extremely simple and inexpensive because it only uses passive components. In fact, it combines diodes and resistors so sometimes it is known as Diode-Resistor Logic (DRL). Since DL does not use active components such as transistors, it does not provide amplification and therefore inversion is not available. For this reason, DL only provides AND and OR functions. Lack of amplification leads to signal degradation. This is due to the fact there is a voltage drop across diodes and to the fact that when diodes conduct, a voltage divider develops with the inputs. DL is an obsolete family, primarily due to its limitations in terms of inversion and degradation. 1 www.ice77.net OFFTIME = 100nS VA D1 ONTIME = 100nS CLK 1 2 DELAY = 0 STARTVAL = 1 V 1N4376 V OPPVAL = 0 OFFTIME = 200nS VB D2 ONTIME = 200nS CLK 1 2 DELAY = 0 STARTVAL = 1 V 1N4376 OPPVAL = 0 R1 1k 0 DL implementation of the OR function 5.0V 2.5V 0V V(VA:1) V(VB:1) 5.0V (250.000n,4.2321) 2.5V SEL>> 0V 0s 50ns 100ns 150ns 200ns 250ns 300ns 350ns 400ns V(D2:K) Time Waveforms for the OR function The circuit performs the correct logic but the voltage drop across the diode produces a considerably lower high output voltage (4.2321V). 2 www.ice77.net V+ V+ V1 R1 5Vdc 1k D1 0 OFFTIME = 100nS VA ONTIME = 100nS CLK 2 1 DELAY = 0 STARTVAL = 1 V V OPPVAL = 0 1N4376 D2 OFFTIME = 200nS VB ONTIME = 200nS CLK 2 1 DELAY = 0 STARTVAL = 1 V OPPVAL = 0 1N4376 DL implementation of the AND function 5.0V 2.5V 0V V(VA:1) V(VB:1) 5.0V 2.5V (150.000n,767.935m) SEL>> 0V 0s 50ns 100ns 150ns 200ns 250ns 300ns 350ns 400ns V(D1:A) Time Waveforms for the AND function The circuit performs the correct logic but the voltage drop across the diode produces a considerably higher low output voltage (767mV). 3 www.ice77.net Resistor-Transistor Logic (RTL) Resistor-Transistor Logic (RTL) was invented around 1956. This type of technology, unlike DL, uses active devices such as transistors and therefore can provide inversion. The voltage range goes from 0V for low (0) to 3.5V for high (1). RTL is very inefficient because it dissipates a great amount of power through heat. RTL has two variants that attempt to improve some of its aspects: 1. When inputs are directly connected to the gate of the BJT, in order to save space and reduce fabrication costs, RTL is known as Direct-Coupled Transistor Logic (DCTL). 2. When capacitors are placed in parallel with input resistors, to speed up operation, RTL is known as Resistor-Capacitor Transistor Logic (RCTL). Fairchild Semiconductor introduced the first generation of RTL monolithic integrated circuits in either 1962 or 1963. RTL is an obsolete digital logic family. 4 www.ice77.net 0 V2 3.5Vdc R1 640 R2 Q1 OFFTIME = 100nS VA V ONTIME = 100nS CLK DELAY = 0 STARTVAL = 1 V 470 40240 OPPVAL = 0 0 RTL implementation of the NOT function 5.0V 2.5V 0V V(VA:1) 4.0V 2.0V SEL>> 0V 0s 20ns 40ns 60ns 80ns 100ns 120ns 140ns 160ns 180ns 200ns V(R1:1) Time Waveforms for the NOT function This circuit is nothing more than a common-emitter amplifier. 5 www.ice77.net 0 V3 3.5Vdc R1 640 OFFTIME = 100nS VA R3 ONTIME = 100nS CLK DELAY = 0 STARTVAL = 1 470 V Q1 OPPVAL = 0 V 40240 OFFTIME = 200nS VB R4 ONTIME = 200nS CLK DELAY = 0 STARTVAL = 1 V 470 R2 OPPVAL = 0 470 0 V4 -1Vdc 0 RTL implementation of the NOR function The NOR function can be implemented by the circuit shown above which consists of parallel inputs, a single BJT and two separate power supplies. 5.0V 2.5V SEL>> 0V V(VA:1) V(VB:1) 4.0V 2.0V 0V 0s 50ns 100ns 150ns 200ns 250ns 300ns 350ns 400ns V(Q1:c) Time Waveforms for the NOR function 6 www.ice77.net OFFTIME = 100nS VA ONTIME = 100nS 0 CLK VA DELAY = 0 STARTVAL = 1 V OPPVAL = 0 V3 OFFTIME = 200nS VB 3.5Vdc ONTIME = 200nS CLK VB DELAY = 0 STARTVAL = 1 V R1 OPPVAL = 0 640 Q1 Q2 V R3 R4 VA VB 470 40240 470 40240 0 RTL implementation of the NOR function (AGC) The NOR function can be implemented by the circuit shown above. Compared to the previous, this one has only one power supply but it has one BJT per input. The inputs are now isolated, an advantage over the previous circuit. This solution has been used in 1962 for the Apollo Guidance Computer which, during the Apollo Project, allowed astronauts to land on the Moon. 5.0V 2.5V SEL>> 0V V(VA:1) V(VB:1) 4.0V 2.0V 0V 0s 50ns 100ns 150ns 200ns 250ns 300ns 350ns 400ns V(R1:1) Time Waveforms for the NOR function 7 www.ice77.net 0 V1 3.5Vdc R3 640 V R1 Q1 OFFTIME = 100nS VA ONTIME = 100nS CLK DELAY = 0 STARTVAL = 1 V 470 40240 OPPVAL = 0 R2 Q2 OFFTIME = 200nS VB ONTIME = 200nS CLK DELAY = 0 STARTVAL = 1 V 470 40240 OPPVAL = 0 0 RTL implementation of the NAND function The NAND function is implemented by the circuit shown above which consists of two parallel inputs, two stacked BJTs and a single power supply. 8 www.ice77.net 5.0V 2.5V 0V V(VA:1) V(VB:1) 5.0V (150.000n,3.9110) (50.000n,3.5000) (250.000n,3.5000) 2.5V (350.000n,155.671m) SEL>> 0V 0s 50ns 100ns 150ns 200ns 250ns 300ns 350ns 400ns V(R3:1) Time Waveforms for the NAND function 9 www.ice77.net Diode-Transistor Logic (DTL) Diode-Transistor Logic (DTL) was invented in the 1950s. It is a major improvement over DL and RTL because it eliminates signal degradation and reduces power dissipation by means of a transistor which restores digital values and a set of input diodes which replace input resistors. DTL has two variants that attempt to improve some of its aspects: 1. When a capacitor is placed in parallel with the base resistor and an inductor is placed in series with the collector resistor, DTL is known as Complemented Transistor Diode Logic (CTDL). 2. When a Zener diode and a single power supply are connected to the base of the transistor, DTL is known as High-Threshold Logic (HTL). Signetics introduced the first generation of DTL monolithic integrated circuits in 1962. DTL was used in the IBM 1401 decimal computer that was delivered in 1959. 10 www.ice77.net 0 V1 5Vdc R2 R1 1k 4.7k V D1 D2 Q1 OFFTIME = 100nS VA ONTIME = 100nS CLK DELAY = 0 STARTVAL = 1 V D1N3902 D1N3902 MPS706 OPPVAL = 0 0 DTL implementation of the NOT function 5.0V 2.5V 0V V(VA:1) 5.0V 2.5V SEL>> 0V 0s 20ns 40ns 60ns 80ns 100ns 120ns 140ns 160ns 180ns 200ns V(R2:1) Time Waveforms for the NOT function 11 www.ice77.net 0 V1 5Vdc R2 4k D1 OFFTIME = 100nS VA ONTIME = 100nS CLK DELAY = 0 V STARTVAL = 1 D1N3902 V Q1 OPPVAL = 0 R3 2k MPS706 D2 OFFTIME = 200nS VB ONTIME = 200nS CLK DELAY = 0 STARTVAL = 1 V D1N3902 OPPVAL = 0 R1 0 2k 0 DTL implementation of the NOR function (I) The NOR function can be implemented by the circuit shown above. R3 is in the circuit to limit excess current from entering the base of the transistor but slows down the switching of the circuit. For this reason the NAND circuit is faster than this NOR circuit. 5.0V 2.5V SEL>> 0V V(VA:1) V(VB:1) 5.0V 2.5V 0V 0s 50ns 100ns 150ns 200ns 250ns 300ns 350ns 400ns V(Q1:c) Time Waveforms for the NOR function 12 www.ice77.net 0 0 0 V2 V1 V3 5Vdc 5Vdc 5Vdc R2 1k R1 R3 4.7k V 4.7k Q2 Q1 VB OFFTIME = 100nS VA D1 D2 MPS706 D3 D4 OFFTIME = 200nS ONTIME = 100nS CLK CLK ONTIME = 200nS DELAY = 0 DELAY = 0 STARTVAL = 1 V D1N3902 D1N3902 MPS706 D1N3902 D1N3902 V STARTVAL = 1 OPPVAL = 0 OPPVAL = 0 0 0 DTL implementation of the NOR function (II) The NOR function can also be implemented by the circuit shown above. Essentially, this solution is a combination of two inverters. The one on the left is the mirror image of the one of the right. R2 is the common collector resistor. This NOR circuit is faster than the previous one. 5.0V 2.5V 0V V(VA:1) V(VB:1) 5.0V 2.5V SEL>> 0V 0s 50ns 100ns 150ns 200ns 250ns 300ns 350ns 400ns V(Q2:c) Time Waveforms for the NOR function By comparing the waveforms for the two NOR circuits, it should be clear that the transition from 00 to 01 is much faster in the second NOR implementation.
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