GIS & REMOTE SENSING
GIS (Geographic Information System) is a framework to organize, communicate, and understand the science of our world. GIS integrates many types of data. It analyzes spatial location and organizes layers of information into visualizations using maps and 3D scenes. Every field are using GIS to make maps that communicate, perform analysis, share information, and solve complex problems around the world.
In below list of GIS Analysis Tutorial.
Explore ISRO’s Free Online Courses: Certification Opportunities for Students and Professionals ISRO (Indian Space Research Organization) provides a free online GIS and Remote Sensing courses with Certificate. IIRS (Indian Institute of Remote Sensing) Outreach program focuses on strengthening the Academia and User Segments in Space Technology & Its applications using Online Learning Platforms. Under this […]
Map with Scale in GIS What is Map Scale Map scale is a statement that relates distance on a map to distance on the Earth’s surface. It is perhaps the most important information on a map, since the level of detail and map accuracy are both factors of the map scale. Scale is directly related
Cartography in GIS GIS Cartography in the communication of a geographic phenomenon, the visual communication O-graph of Cart. It’s the beautiful mix of Geography for making Map layout. What is Cartography? Maps and mapping are the subject of the art and science known as cartography—creating two-dimensional representations of our three-dimensional Earth. These representations were once
Universal Transverse Mercator (UTM) The Universal Transverse Mercator (UTM) is an international plane coordinate system developed by the US Army that extends around the world from 84°N to 80°S. The world is divided into 60 zones, each covering six degrees longitude. Each zone extends 3 degrees eastward and 3 degrees westward from its central meridian.
Map Projections What are Map Projections? A map projection is the manner in which the spherical surface of the Earth is represented on a flat, two-dimensional surface. This can be accomplished by direct geometric projection or by a mathematically derived transformation. There are many kinds of projections, but all involve transfer of the distinctive global