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Assignment processor

Fig. 1. Nonbonded force evaluation may be distributed among processors according to atomic coordinates, as in spatial decomposition (left), or according to the indices of the interacting atoms, as in force-matrix decomposition (right). Shades of gray indicate processors to which interactions are assigned. Fig. 1. Nonbonded force evaluation may be distributed among processors according to atomic coordinates, as in spatial decomposition (left), or according to the indices of the interacting atoms, as in force-matrix decomposition (right). Shades of gray indicate processors to which interactions are assigned.
Methods of decomposing the nonbonded force evaluation fall into two classes, spatial decomposition [15] in which atoms and their interactions are divided among processors based on their coordinates, and force-matrix decomposition [16] in which the calculation of the interaction between a pair of atoms is assigned to a processor without considering the location of either atom (Fig. 1). Spatial decomposition scales better to large numbers of... [Pg.474]

Fig. 2. Patches divide the simulation space into a regular grid of cubes, each larger than the nonbonded cutoff. Interactions between atoms belonging to neighboring patches are calculated by one of the patches which receives a positions message (p) and returns a force message (f). Shades of gray indicate processors to which patches are assigned. Fig. 2. Patches divide the simulation space into a regular grid of cubes, each larger than the nonbonded cutoff. Interactions between atoms belonging to neighboring patches are calculated by one of the patches which receives a positions message (p) and returns a force message (f). Shades of gray indicate processors to which patches are assigned.
For this algorithm, each processor is assigned atoms, so the force calculation time is O( ). Using the communication scheme mentioned above, each processor communicates with ( /P — 1) processors in each row and column. Thus the total number of terms being communicated per step is (-/P — 1)( ). Therefore, 0(N) CPU time is required in communicating the net force per step. Therefore,... [Pg.487]

As before, let Cj, denote tbe cost of force computation on processor i, 0 < i < P — 1). Processor i is assigned U rows of the force matrix and for load balance - , lp will satisfy h algorithm computes a priori the row assignment so that the load sent to processors is balanced. Some typical values are listed in Table 6. [Pg.488]

Since this approach maps all possible interactions to processors, no communication is required during force calculation. Moreover, the row assignments are completed before the first step of the simulation. The computation of the bounds for each processor require O(P ) time, which is very negligible compared to N (for N S> P). The communication required at the end of each step to update the position and velocity vectors is done by reducing force vectors of length N, and therefore scales as 0 N) per node per time step. Thus the overall complexity of this algorithm is. [Pg.489]

Lastly, Table 6 describes the assignment of rows to processors for some typical cases, and the load in each case (indicating the number of force interactions computed by each processors in the corresponding case). These are based on equations in Section 3. Several important points can be noted from the results shown in the table. Firstly, it can be observed that in the 4 processor case, processor P3 computes half the maximum number of rows in the force matrix which leads to a load balanced assignment. This would not be the case if processors were assigned equal number of rows. Moreover, when the number of processors is increased from 4 to 16, the load on each processor reduces by a factor of 4, but is still equal on every processor. [Pg.490]

Table 6. Table showing the assignment of rows of the force matrix for 4 processors. [Pg.492]

Standard programs must be broken into smaller pieces to run on a hypercube. Each processor is assigned the responsibility for calculations for a specific piece of a problem. For example, in petroleum reservoir simulation, each processor might be assigned a different section of the reservoir to model. In modeling a complex chemical plant, each processor might be assigned a different piece of equipment. As each processor proceeds, it informs the other processors of its results, so that all the other processors can incorporate the information into their respective portions of the overall calculation. [Pg.154]

In Fig. 4 we compare the timings for three different models, the simple one K per processor, the wrapped algorithm, and a model where two states are assigned per processor sequentially. Note that until J = 50 the one K per processor model job uses the smallest amount of wall clock time. It is clear, however, that this method does not make efficient use of computer resources. The wrapped model, however, scales very well and outperforms the sequential two K per processor model at every / > 0, a clear illustration of the degradation of performance due to load imbalance. [Pg.27]

Although TSCA section 2 assigns the responsibility for developing adequate toxicity data to manufacturers and processors of chemicals, it has been staff members of EPA who have been doing most of the toxicologic work under section 5. [Pg.177]

Trend outputs consist of a continuous electrical signal [0 to 10 volts or 4 to 20 mini (inA)] from Ihe processor. As many as 30 to 40 such outputs may be available from a single processor. Each output represents Ihe concentration of a particular component in one of the sample streams on a given analyzer sealed lo some convenient range. Component identity and scale factors for each output channel are user-assigned from the processor keyboard. [Pg.379]

The HP-1000E is presently interfaced, by modem, to the central corporate computer, an IBM 3033. The capacity of the corporate processor is, therefore, available for operations on large data bases and archival storage. This hierarchy maximizes the use of the strengths of each processor by assigning tasks to the equipment which can handle them best. [Pg.294]

This data is buffered in the main memory of these nodes and transferred blockwise to a PDP11 or to VAX computers for further processing. By this means a hierarchical partitioning of real-time tasks is possible, where the sub-tasks are assigned to different nodes within the network. A hierarchical structure can be built for a real-time application, distributed over several processors, that is very similar to a multi-task system, e.g. RSX11M, on a single processor. [Pg.184]

In an oblique way, polysaccharides reemerged as a subject of advanced study when the importance of conformations and glass transitions in food-product development was recognized. Subsequently, applied texts on biological polymers were printed. By focusing on food polysaccharides, this author undertook an easy assignment, inasmuch as there was only one solvent, water, to consider. Moreover, Nature and the industrial supplier, whether inadvertently or deliberately, fix the inherent properties of these polymer molecules before they reach the processor and consumer. [Pg.255]

Each processor is assigned a predetermined set of force computations, involving a force decomposition of the workload that remains in effect during the simulation. [Pg.261]

Each processor is assigned a portion of the physical simulation domain, involving a spatial decomposition of the workload. [Pg.261]

Based on the identification of operational functions and design, computer hardware technologies can be selected. Depending on available technology and cost, automated functions can be assign to the computer hardware or software. Computer hardware can be further decomposed into a number of subelements. Processor, memory, I/O and networks are some examples. [Pg.709]

Even parity works by counting the number of Is in a binary number and, if that number is odd, adding an additional 1 to guarantee that the total number of Is is even. For example, on the one hand, the number 11101011 has an even number of Is, so the sending computer would assign a 0 to the parity bit. On the other hand, the number 01101101 has five Is, and so would have a 1 in the parity bit position to make the total number of Is even. If, in the second number, the computer had checked the parity position after transmission and had found a 0 instead, it would have asked the processor to resend the last bit. [Pg.119]

When a device stores information in a memory address, this process is controlled by the CPU. In other words, if a network card needs to buffer data, it requests that the CPU write that data to its assigned memory address. Since the CPU knows which area of memory is dedicated to each device, it can help prevent any other process from overwriting the information in memory (the CPU denies any request to write to that area of memory except those that come from the proper device). Using memory addresses is a safe, stable way to for a peripheral to store data in memory, it is also rather processor intensive and inefficient. [Pg.359]


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See also in sourсe #XX -- [ Pg.85 ]




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