Cross section It is supposed a hill has been cut vertically, then we can see the side view, or cross section of the hill A section is a slice vertically.

Slides:



Advertisements
Similar presentations
Drawing furniture using One Point Perspective
Advertisements

CE / AL Geography Map Reading Skills and Techniques.
Solid Cylinder cut at an angle Drawing Abilities Teacher © J Lewis 2004.
Prisms and Pyramids By Harrison.
Biological Drawings (5)
Topographic Maps.
Finding Volumes.
Topographic Maps specialized maps which show the highs and lows (relief) of the Earth’s surface.
Topographic Maps A Topographic map, or contour map is used to show the shape of the Earth’s surface. Elevation is the height above or below sea level.
Topographic Maps.
Topographic Maps.
What else do maps tell us?. Maps tell us where places are located - but they also contain lots more information. What other information does the map provide.
Aberdeen Grammar School
Hexagons & Hexagonal Prisms. Hexagons Hexagons are 6 sided shapes. Hexagons can be dimensioned in 2 different ways. 1. Across the faces. 2. Across the.
Hexagonal Pyramid cut at an angle #1
Splash Screen. Lesson Menu Five-Minute Check (over Chapter 11) CCSS Then/Now New Vocabulary Example 1:Use Dimensions of a Solid to Sketch a Solid Example.
Splash Screen. Lesson Menu Five-Minute Check (over Chapter 11) CCSS Then/Now New Vocabulary Example 1:Use Dimensions of a Solid to Sketch a Solid Example.
Understanding maps Geographical Data Skills (Part 1)
Air Racer Design and Layout.
How to draw a Geometric Tessellation by Ms. Day
D RAWING C ROSS S ECTIONS OF A T OPOGRAPHICAL M AP Specific Skill.
Proportional Triangles Hip bevel development. On a sheet of paper or plywood, draw a horizontal line 250 mm long Draw a perpendicular line 100mm from.
How do river landforms in the upper course of a river form?
Constructing cross sections Starter: look at these diagrams of contour lines. 1.Describe the relief for the first 3 contours 2.Which direction would the.
AIM: How do we make profiles? Do now: -Take the worksheet from the back TOP bin. Take out a piece of scrap paper and make sure you have a pencil for today’s.
Hexagons & Hexagonal Prisms.
Design and technology st aidan’s high A pictorial sketch of a wall lamp is shown. The shade is in the form of a cut cone. Draw, from the given.
Map Reading and Interpretation
Understanding Contours
Cones.  Cones are shapes that have a circular base and come to one point at the top.
How to draw a Geometric Tessellation by Ms. Day Lesson 1: 4 sided polygons (grid) Lesson 2: Basic tessellations Lesson 3: Drawing in Word.
Cones. Cones are shapes that have a circular base and come to one point at the top.
Christmas Maths and Art Aim: to understand how to create a geometrical curve using straight lines only and apply the technique to design and sew a Christmas.
Hexagonal Prisms Developments.  A development is a flat template of a 3D shape that when folded up in the correct way makes the actual shape of the 3D.
Hexagonal Pyramid cut at an angle #1
Height and Relief.
Solid Cylinder cut at an angle
Topographic Maps Topographic Maps: specialized maps which show the highs and lows (relief) of the Earth’s surface.
نقشه های توپوگرافی مهدی کرد.
Still Life Toolbox Midpoints: Finding the halfway points on your viewing frame and marking them on your paper. Parallels: Marking edges with vertical or.
Finding Volumes.
Drafting Tool Practice
F.1 Social Studies Enrichment Program 4.
“Introduction to Mapping Skills & Topographic Maps”
Topographical Maps.
Shape and One Point Perspective Project
Topographic Profiling
How can a Topographic Profile be Constructed?
Representations of Three-Dimensional Figures
Splash Screen.
Transformations for GCSE Maths
You might want to start your title ‘A graph to show....’
Geologic Geometry.
Creating a grid by Carl Dellutri.
Splash Screen.
There are a total of 6/3 or 2 whole rectangles
DofE Gold Preparatory Map Skills
Focus Question: How can we construct a topographic profile?
Transformations for GCSE Maths
Representations of Three-Dimensional Figures
Area & Volume Chapter 6.1 & 6.2 February 20, 2007.
Aim: How can we construct a topographic profile?
Which photo is the cross section?
Transformations for GCSE Maths
Cross Sections.
Cartography 101.
Topographic Maps.
Map Notes As we go through the power point, please do the following:
Presentation transcript:

Cross section It is supposed a hill has been cut vertically, then we can see the side view, or cross section of the hill A section is a slice vertically down through the land. A cross section shows the shape of the lands.

View from the side View from the top

Cross section It is supposed a hill has been cut vertically, then we can see the side view, or cross section of the hill. A cross section can tell us the shape of the hill.

Cross Section Draw a straight line connecting the two points (X & Y).

Cross Section Take a strip of paper along the straight line Mark point X and point Y on the edge of the paper

Cross Section On the paper strip, mark the position of X and Y Mark all the contour lines and their heights between the two points

Cross Section Draw a frame for the cross section. The length of the base line is the same as the length of the straight line The two points X and Y also is marked on the two ends of the base line. M

The height must be started at 0 unit Cross Section The height must be started at 0 unit Decide the vertical scale of the cross section. On the left-hand side of the frame, mark the height at the regular interval. The highest mark must just be higher than the one on the paper strip. M

Cross Section M On the frame, draw the horizontal lines for each height interval. On the top of the left hand side of the frame, mark ‘meter’ for the unit of the height Put the paper the strip at the bottom of the frame, with X and Y touching both ends.

Cross Section Use a pencil to draw a perpendicular line from each marking on the paper strip unit it reaches the horizontal line with the same height. Mark a small “x” on the horizontal line. Join all the points with a smooth line.

Cross Section

Y X metres 30 20 10