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In order to determine performance of program normal form of analysis of program is to just calculate total amount of CPU time needed to execute different part of program it implies procedures. But in case of a parallel algorithm executing on parallel computer performance metric is dependent on numerous factors like memory hierarchy, inter-process communication. There are a lot of tools like INCAS, JEWEL and ANALYZER to provide profiles of utilization of a variety of resources like CPU utilisation, Cache Performance and Disk Operations etc. These tools even give information about different types of overheads. Now let's consider different types of performance analysis tools.
The nuclei have been separated on the basis of the number of protons (atomic number) or the total number of nucleons (mass number) as given below: (i) Isotopes: The atoms of ele
Describe principal section and optic axis of a doubly refracting material.
kelvin; K (after Lord Kelvin, 1824-1907): The basic SI unit of thermodynamic temperature explained as 1/273.16 of the thermodynamic temperature of the triple point of water.
What are the applications of electron microscopy in industry? Industrial applications of electron microscopy: a. High-resolution imaging and Forensics b. Particle detecti
Zehnder's balance This ingenious balance, which is very beneficial for demonstration experiments, can be constructed in a few minutes using pins, razor blade, cork and knitting
The phase of weightlessness may be observed in the following situations: (i) When objects fall freely under gravity : For example, a lift goes down freely, or an airship showing
Explain the physical significance of gradient of a scalar function?
Rutherford’s atomic model failure Rutherford proposed that the electrons circulate around the nucleus. However according to electromagnetic theory, such circulating elect
Explain the procedure of finding Miller indices. Procedure of finding Miller indices: a. The intercepts of the needed plane onto the three coordinate axes has to be founded.
Using Gauss divergence theorem show that the volume of a sphere of radius 'r' is 4⁄3 πr 3 .
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