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LECTURE NOTES ON REMOTE SENSING & GIS
www.gpcet.ac.inREMOTE SENSING & GIS (1) Metric: It involves making precise measurements from photos and other information source to determine, in general, relative location of points. Most common application: preparation of plannimetric and topographic maps. (2) Interpretative: It involves recognition of objects and judging their significance through careful and systematic analysis.
8051 MICROCONTROLLER
www.gpcet.ac.in8051 MICROCONTROLLER What is a Microcontroller? A Microcontroller is a programmable digital processor with necessary peripherals. Both microcontrollers and microprocessors are complex sequential digital circuits meant to carry out job according to the program / instructions. Sometimes analog input/output interface makes a part of ...
Unit 3 Newton Forward And Backward Interpolation
www.gpcet.ac.inThe common Newton’s forward formula belongs to the Forward difference category. However , the Gaussian forward formula formulated in the attached code belongs to the central difference method. Gauss forward formula is derived from Newton’s forward formula which is: Newton’s forward interpretation formula:
SHEAR STRENGTH OF SOIL - G. Pullaiah College of ...
www.gpcet.ac.inThe shear strength parameters (c and ϕ) can now be determined by plotting Mohr’s circle at failure, as shown in figure and drawing a common tangent to the Mohr’s circles. This is the Mohr-oulomb failure envelope. (Note: For normally consolidated clay, c≈0). At failure
Lecture Notes On
www.gpcet.ac.in4. Trade Secrets: A trade secret consists of any valuable business information. The business secrets are not to be known by the competitor. There is no limit to the type of information that can be protected as trade secrets; For Example: Recipes, Marketing plans, financial projections, and methods of conducting business can all constitute trade secrets.
Unit-III : Algebraic Structures
www.gpcet.ac.inUnit-III : Algebraic Structures Algebraic Structures: Algebraic Systems: Examples and General Properties, Semi groups and Monoids, Polish expressi ons and their compilation, Groups: Definitions and Examples, Subgroups and Homomorphism [s, Group Codes. Lattices and Boolean algebra: Lattices and Partially Ordered sets, Boolean algebra.
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