# User Defined Primitives part 3

Chia sẻ: Dqdsadasd Qwdasdsad | Ngày: | Loại File: PDF | Số trang:5

0
48
lượt xem
5

## User Defined Primitives part 3

Mô tả tài liệu
Download Vui lòng tải xuống để xem tài liệu đầy đủ

[ Team LiB ] 12.4 UDP Table Shorthand Symbols Shorthand symbols for levels and edge transitions are provided so UDP tables can be written in a concise manner. We already discussed the symbols ? and

Chủ đề:

Bình luận(0)

Lưu

## Nội dung Text: User Defined Primitives part 3

1. [ Team LiB ] 12.4 UDP Table Shorthand Symbols Shorthand symbols for levels and edge transitions are provided so UDP tables can be written in a concise manner. We already discussed the symbols ? and -. A summary of all shorthand symbols and their meaning is shown in Table 12-1. Table 12-1. UDP Table Shorthand Symbols Shorthand Meaning Explanation Symbols ? 0, 1, x Cannot be specified in an output field b 0, 1 Cannot be specified in an output field - No change in state Can be specified only in output field of a value sequential UDP r (01) Rising edge of signal f (10) Falling edge of signal p (01), (0x) or (x1) Potential rising edge of signal n (10), (1x) or (x0) Potential falling edge of signal * (??) Any value change in signal Using the shorthand symbols, we can rewrite the table entries in Example 12-9 on page 263 as follows. table // d clock clear : q : q+ ; ? ? 1 : ? : 0 ; //output = 0 if clear = 1 ? ? f : ? : - ; //ignore negative transition of clear 1 f 0 : ? : 1 ; //latch data on negative transition of 0 f 0 : ? : 0 ; //clock ? (1x) 0 : ? : - ; //hold q if clock transitions to unknown //state
2. ? p 0 : ? : - ; //ignore positive transitions of clock * ? 0 : ? : - ; //ignore any change in d when //clock is steady endtable Note that the use of shorthand symbols makes the entries more readable and more concise. [ Team LiB ] [ Team LiB ] 12.5 Guidelines for UDP Design When designing a functional block, it is important to decide whether to model it as a module or as a user-defined primitive. Here are some guidelines used to make that decision. • UDPs model functionality only. They do not model timing or process technology (such as CMOS, TTL, ECL). The primary purpose of a UDP is to define in a simple and concise form the functional portion of a block. A module is always used to model a complete block that has timing and process technology. • A block can modeled as a UDP only if it has exactly one output terminal. If the block to be designed has more than one output, it has to be modeled as a module. • The limit on the maximum number of inputs of a UDP is specific to the Verilog simulator being used. However, Verilog simulators are required to allow a minimum of 9 inputs for sequential UDPs and 10 for combinational UDPs. • A UDP is typically implemented as a lookup table in memory. As the number of inputs increases, the number of table entries grows exponentially. Thus, the memory requirement for a UDP grows exponentially in relation to the number of inputs. It is not advisable to design a block with a large number of inputs as a UDP. • UDPs are not always the appropriate method to design a block. Sometimes it is easier to design blocks as a module. For example, it is not advisable to design an 8-to-1 multiplexer as a UDP because of the large number of table entries. Instead, the data flow or behavioral representation would be much simpler. It is important to consider complexity trade-offs to decide whether
3. to use UDP to represent a block. There are also some guidelines for writing the UDP state table. • The UDP state table should be specified as completely as possible. All possible input combinations for which the output is known should be covered. If a certain combination of inputs is not specified, the default output value for that combination will be x. This feature is used frequently in commercial libraries to reduce the number of table entries. • Shorthand symbols should be used to combine table entries wherever possible. Shorthand symbols make the UDP description more concise. However, the Verilog simulator may internally expand the table entries. Thus, there is no memory requirement reduction by using shorthand symbols. • Level-sensitive entries take precedence over edge sensitive entries. If edge- sensitive and level-sensitive entries clash on the same inputs, the output is determined by the level-sensitive entry because it has precedence over the edge-sensitive entry. [ Team LiB ] [ Team LiB ] 12.6 Summary We discussed the following aspects of Verilog in this chapter: • User-defined primitives (UDP) are used to define custom Verilog primitives by the use of lookup tables. UDPs offer a convenient way to design certain functional blocks. • UDPs can have only one output terminal. UDPs are defined at the same level as modules. UDPs are instantiated exactly like gate primitives. A state table is the most important component of UDP specification. • UDPs can be combinational or sequential. Sequential UDPs can be edge- or level-sensitive. • Combinational UDPs are used to describe combinational circuits where the output is purely a logical combination of the inputs. • Sequential UDPs are used to define blocks with timing controls. Blocks such as latches or flipflops can be described with sequential UDPs. Sequential UDPs are modeled like state machines. There is a present state and a next state. The next state is also the output of the UDP. Edge- and level-sensitive
4. descriptions can be mixed. • Shorthand symbols are provided to make UDP state table entries more concise. Shorthand notation should be used wherever possible. • It is important to decide whether a functional block should be described as a UDP or as a module. Memory requirements and complexity trade-offs must be considered. [ Team LiB ] [ Team LiB ] 12.7 Exercises 1: Design a 2-to-1 multiplexer by using UDP. The select signal is s, inputs are i0, i1, and the output is out. If the select signal s = x, the output out is always 0. If s = 0, then out = i0. If s = 1, then out = i1. 2: Write the truth table for the boolean function Y = (A & B) | (C ^ D). Define a UDP that implements this boolean function. Assume that the inputs will never take the value x. 3: Define a level-sensitive latch with a preset signal. Inputs are d, clock, and preset. Output is q. If clock = 0, then q = d. If clock = 1 or x, then q is unchanged. If preset = 1, then q = 1. If preset = 0, then q is decided by clock and d signals. If preset = x, then q = x. 4: Define a positive edge-triggered D-flipflop with clear as a UDP. Signal clear is active low. Use Example 12-9 on page 263 as a guideline. Use shorthand notation wherever possible. 5: Define a negative edge-triggered JK flipflop, jk_ff with asynchronous
5. preset and clear as a UDP. q = 1 when preset = 1 and q = 0 when clear = 1. The table for a JK flipflop is shown below. 6: Design the 4-bit synchronous counter shown below. Use the UDP jk_ff that was defined above. [ Team LiB ]