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Reconfigurable Computing - VHDL John Morris Chung-Ang University The University of Auckland
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Resources These notes Will be available on the Web Temporarily, you can download them from http://cs.auckland.ac.nz/~jmor159/reconfig http://cs.auckland.ac.nz/~jmor159/reconfig I will arrange a local (CAU) site ASAP ASAP = ‘as soon as possible’! Other resources Links will be available on the same web site VHDL text Any text on VHDL will be adequate! Recommended P J Ashenden, …………… (A fellow Australian!)
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Background US Department of Defense ‘High Order Language’ project Aim: One language for all defense needs Result: Ada Ada General purpose programming language Based on Pascal Original Ada was not Object-Oriented Ada’95 has OO capabilities Named after Ada, Countess of Lovelace Never write it ADA – it’s not an acronym! But VHDL is one
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VHDL VHSIC Hardware Design Language VHSIC = Very High Speed Integrated Circuit Standardized IEEE 1076-1987 (VHDL’87) IEEE 1076-1993 (VHDL’93) Note: Verilog did not achieve standardization until 199x Based on Ada Extensions added to support Hardware Design VHDL compiler should accept simple Ada programs Ada compiler should accept VHDL functions
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VHDL - Basics Case insensitive Convention Keywords in upper case BEGIN, END, ENTITY, ARCHITECTURE, LOOP, …. Variables in lower case i, j, k, clock, … Types in lower case integer, std_logic, std_logic_vector This is just a convention – you can choose your own! For these slides, I will use this font and colour ENTITY adder IS … for anything that you could type into a VHDL model
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Assignment operator is := Type follows variable list Statement terminated by ; VHDL - Basics Statements similar to Pascal Variable declaration x, y : integer; Assigment x := 5.0*y + 2; Program blocks delimited by BEGIN … END; Example PROCEDURE SQR( x: integer ) RETURNS integer IS VARIABLE z : integer; BEGIN z := x * x; RETURN z; END; VHDL is quite verbose (long winded!)
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VHDL – Entities and Architectures VHDL supports abstraction through Entities Defines interface for a module Architectures Implementation of a module There may be several architectures corresponding to one entity Generally, there are several ways (circuits) that will produce the same result
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VHDL – Entities Example: n -bit adder ENTITY adder IS a, b : std_logic_vector; sum : std_logic_vector; carry_out : std_logic; END adder; adder 8 8 a b sum 8 carry_out There are several ways of Implementing an n-bit adder … but all have the same interface or ENTITY in VHDL
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Architectures An architecture contains the implementation details At a high level, a designer is only interested in the interface – information which is contained in the VHDL ENTITY Each ARCHITECTURE is associated with an ENTITY ENTITY adder IS … END adder; ARCHITECTURE ripple OF adder IS … END ripple; ARCHITECTURE c_select OF adder IS … END c_select; One entity One or more architectures
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Architecture – Style Styles of architecture You can design a circuit in several ways In VHDL, you can build a model for a circuit in several ways too! Behavioural aDataflow bAlgorithmic Structural
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Architectures – Style example Example Consider a full adder: Logic equations are: adder 1 1 a c_in sum 1 carry_out 1 b 1 sum := a xor b xor c; carry_out := (a and b) or (b and c) or (a and c); ENTITY full_adder IS a, b : std_logic; sum : std_logic; carry_out : std_logic; END adder;
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Architectures – Dataflow style Example Consider a full adder: Logic equations are: Dataflow architecture is adder 1 1 a c_in sum 1 carry_out 1 b 1 sum := a xor b xor c; carry_out := (a and b) or (b and c) or (a and c); ENTITY full_adder IS a, b : IN std_logic; sum, carry_out : OUT std_logic; END full_adder;
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Architectures – Behavioural (Dataflow ) style Example Consider a full adder: Logic equations are: Dataflow architecture is adder 1 1 a c_in sum 1 carry_out 1 b 1 sum := a xor b xor c; carry_out := (a and b) or (b and c) or (a and c); ENTITY full_adder IS a, b : IN std_logic; sum, carry_out : OUT std_logic; END full_adder; Note that these are signal assignments. Although they are similar to ordinary assignments (using :=), there are some important differences which we will consider soon! ARCHITECTURE df OF full_adder IS BEGIN sum <= a xor b xor c; carry_out <= (a and b) or (b and c) or (a and c); END df;
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Architectures – Structural style Example Consider a full adder: Logic equations are: A Structural model builds a model from other models adder 1 1 a c_in sum 1 carry_out 1 b 1 sum := a xor b xor c; carry_out := (a and b) or (b and c) or (a and c); ENTITY full_adder IS a, b : IN std_logic; sum, carry_out : OUT std_logic; END full_adder;
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Architectures – Structural style Build basic models for internal elements: xor or and Build the full adder from these elements ENTITY xor IS a, b : IN std_logic; c : OUT std_logic; END xor; ENTITY or IS a, b : IN std_logic; c : OUT std_logic; END xor; ENTITY and IS a, b : IN std_logic; c : OUT std_logic; END xor;
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Architectures – Structural style Build basic models for internal elements: xor or and For these, the architectures are trivial ENTITY xor IS a, b : IN std_logic; c : OUT std_logic; END xor; ARCHITECTURE A OF xor IS c <= a xor b; END xor;
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Instantiate a second xor circuit, label it x2 x2 Instantiate an xor circuit, label it x1 x1 Architectures – Structural style Now you ‘wire up’ the basic elements to make the full adder circuit Considering the sum part only a b c sum ab Map the signals in xor’s ENTITY to actual wires in this circuit ARCHITECTURE structural OF full_adder IS SIGNAL ab: std_logic; BEGIN x1: xor PORT MAP( a => a, b => b, c => ab ); x2: xor PORT MAP( a => ab, b => c, c => sum ); … -- or / and circuits to compute carry out END xor;
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Architectures – Algorithmic style & mixtures Algorithmic models can include any type of construct that you find in a high level language – if … then … else, case, loop, procedure calls, etc. We will look at some examples of this style after we’ve reviewed VHDL statements Note that styles can be mixed in one model A structural style model may include some dataflow statements and some algorithmic blocks, etc.
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Architectures – Architectural style Exercise Complete the structural model for a full adder by adding the `circuitry’ for the carry out signal Write a (very short) paragraph describing how your additions to the full adder model work. If you do this, I will also try to help you improve your technical English by carefully correcting your paragraph. (Hopefully, if we start with some short, simple exercises, you will become much more fluent before the end of semester!) Bring your exercise to the lecture on Tuesday morning.
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