Pipeline (computing)

In computing, a pipeline is a set of data processing elements connected in series, where the output of one element is the input of the next one. The elements of a pipeline are often executed in parallel or in time-sliced fashion; in that case, some amount of buffer storage is often inserted between elements.

Computer-related pipelines include:

Classification of Pipelining

Arithmetic Pipelining Instruction Pipelining Vector Pipelining Unifunction & Multifunction Pipelining Scalar & Vector Pipelining Arithmetic Pipelining: The Arithmetic Pipelining logic/circuit units of

Concept and motivation

Pipelining is a natural concept in everyday life, e.g. on an assembly line. Consider the assembly of a car: assume that certain steps in the assembly line are to install the engine, install the hood, and install the wheels (in that order, with arbitrary interstitial steps). A car on the assembly line can have only one of the three steps done at once. After the car has its engine installed, it moves on to having its hood installed, leaving the engine installation facilities available for the next car. The first car then moves on to wheel installation, the second car to hood installation, and a third car begins to have its engine installed. If engine installation takes 20 minutes, hood installation takes 5 minutes, and wheel installation takes 10 minutes, then finishing all three cars when only one car can be assembled at once would take 105 minutes. On the other hand, using the assembly line, the total time to complete all three is 75 minutes. At this point, additional cars will come off the assembly line at 20 minute increments.

Pipeline categories

Linear pipelines

A linear pipeline processor is a series of processing stages and memory access.

Non-linear pipelines

A non linear pipelining (also called dynamic pipeline) can be configured to perform various functions at different times. In a dynamic pipeline there is also feed forward or feedback connection. Non-linear pipeline also allows very long instruction word.

Costs and drawbacks

As the assembly-line example shows, pipelining doesn't decrease the time for processing a single datum; it only increases the throughput of the system when processing a stream of data.

"High" pipelining leads to increase of latency - the time required for a signal to propagate through a full pipe.

A pipelined system typically requires more resources (circuit elements, processing units, computer memory, etc.) than one that executes one batch at a time, because its stages cannot reuse the resources of a previous stage. Moreover, pipelining may increase the time it takes for an instruction to finish.

A variety of situations can cause a pipeline stall, including jumps (conditional and unconditional branches) and data cache misses. Some processors have a instruction set architecture with certain features designed to reduce the impact of pipeline stalls -- delay slot, conditional instructions such as FCMOV and branch prediction, etc. Some processors spend a lot of energy and transistors in the microarchitecture on features designed to reduce the impact of pipeline stalls -- branch prediction and speculative execution, out-of-order execution, etc. Some optimizing compilers try to reduce the impact of pipeline stalls by replacing some jumps with branch-free code, often at the cost of increasing the binary file size.

Design considerations

One key aspect of pipeline design is balancing pipeline stages. Using the assembly line example, we could have greater time savings if both the engine and wheels took only 15 minutes. Although the system latency would still be 35 minutes, we would be able to output a new car every 15 minutes. In other words, a pipelined process outputs finished items at a rate determined by its slowest part. (Note that if the time taken to add the engine could not be reduced below 20 minutes, it would not make any difference to the stable output rate if all other components increased their production time to 20 minutes.)

Another design consideration is the provision of adequate buffering between the pipeline stages especially when the processing times are irregular, or when data items may be created or destroyed along the pipeline.

Graphical tools

To observe the scheduling of a pipeline (be it static or dynamic), reservation tables are used.

Reservation table

A reservation table for a linear or a static pipeline can be generated easily because data flow follows a linear stream as static pipeline performs a specific operation. But in case of dynamic pipeline or non-linear pipeline a non-linear pattern is followed so multiple reservation tables can be generated for different functions.

The reservation table mainly displays the time space flow of data through the pipeline for a function. Different functions in a reservation table follow different paths.

The number of columns in a reservation table specifies the evaluation time of a given function.

Implementations

Buffered, synchronous pipelines

Conventional microprocessors are synchronous circuits that use buffered, synchronous pipelines. In these pipelines, "pipeline registers" are inserted in-between pipeline stages, and are clocked synchronously. The time between each clock signal is set to be greater than the longest delay between pipeline stages, so that when the registers are clocked, the data that is written to them is the final result of the previous stage.

Buffered, asynchronous pipelines

Asynchronous pipelines are used in asynchronous circuits, and have their pipeline registers clocked asynchronously. Generally speaking, they use a request/acknowledge system, wherein each stage can detect when it's "finished".When the stage , Si , is ready to transmit,it sends a ready signal to stage Si+1.After stage Si+1 ,receives the incoming data , it returns an acknowledgement signal to Si.

The AMULET microprocessor is an example of a microprocessor that uses buffered, asynchronous pipelines.

Unbuffered pipelines

Unbuffered pipelines, called "wave pipelines", do not have registers in-between pipeline stages. Instead, the delays in the pipeline are "balanced" so that, for each stage, the difference between the first stabilized output data and the last is minimized. Thus, data flows in "waves" through the pipeline, and each wave is kept as short (synchronous) as possible.

The maximum rate that data can be fed into a wave pipeline is determined by the maximum difference in delay between the first piece of data coming out of the pipe and the last piece of data, for any given wave. If data is fed in faster than this, it is possible for waves of data to interfere with each other.

See also

References

External links

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