Astronomy and the Greeks. Eratosthenes was a Greek scholar who worked in Alexandria. While working in the Library in Alexandria, he noted that, at noon.

Slides:



Advertisements
Similar presentations
Ch 2 Earth’s Size & Shape.
Advertisements

Helping to pave the way…. Aristotle 340 B.C Famous philosopher Said earth was round EVERYTHING IN THE UNIVERSE REVOLVES AROUND THE EARTH- “Geocentric.
The Story of Eratosthenes The Circumference of the Earth
Calculating Sun Angles Today you will calculate the angle of the sun at NOON (12:00) for different locations on Earth.
CHAPTER ONE FINDING YOUR WAY.
Earth’s circumference
1 Some trigonometry problems From Fred Greenleaf’s QR text Samuel Marateck.
Guiding Questions Why does the Moon go through phases?
Mathematician, Geographer, Astronomer 276 BC- 194 BC
Latitude Longitude.
6 th Grade, HEKASI Mr. Ichigo Korosaki February 14, 2012.
Eclipses and the Motion of the Moon Chapter Three.
Solar Eclipse Size of Sun, Earth, etc. Lecture 6.
Planetary Science Round Earth / Flat Earth Planetary Science Vocabulary horizon - where sky and earth appear to meet line of sight - the straight unimpeded.
Table of Contents Title: Chapter 2 - Mapping our World Page #: 17
Grab your text book Chapter 1 Astronomy Today 7th Edition
WEEK FOUR GEOGRAPHY NOTE
0/27 Merriam-Webster: a branch of applied mathematics concerned with the determination of the size and shape of the earth and the exact positions of points.
The History of Astronomy Part Two Aristarchus, Parallax And the size of the Earth.
Greek Mathematics Mikaela and Akila. Mathematics began in the 6th century BC Pythagoras coined the term mathematics, which came from the word mathema.
EARTH’S, FORMATION SHAPE, DIMENSIONS AND HEAT CHAPTER 4.1.
To discover the planet, mankind would need to be liberated from ancient hopes and fears, and open gateways of experience. The largest dimension of space,
Copyright © The McGraw-Hill Companies, Inc. Permission required for reproduction or display. Fix Astronomy Chapter 3.
1 World Map Individual countries. #1 The World in Spatial Terms Location Where is it? Why is it there? Two Types of Location Absolute Relative.
Latitude and Longitude A more precise location. The Basics a network of imaginary lines or grid allow us to determine precise location of any place on.
Ancient Greek Science. Five Greek contributions to the modern scientific method 1.They tried to understand nature without relying on supernatural explanations.
© T Madas B.C.. © T Madas Eratosthenes was born in Cyrene which is now in Libya in North Africa and was a friend of Archimedes. His teachers included.
Do Now: Write three pieces of evidence that told us that the earth was round.
Eratosthenes “Father of Geography”
Circumference and Shape of the Earth Measure angle to star from two locations. Calculate arc deg and circumference. Or Simply watch a ship disappear over.
What is the true size of the Earth?
Mapping Our World Chapter 2. Latitude and Longitude Section 2.1.
Important Lines on the Globe These lines are lines that we need to know and use the most in Geography.
MEASURING THE SOLAR SYSTEM Eratosthenes, Aristarchus The century after Euclid.
Eclipses and the Motion of the Moon
Size of the Earth How a scientific proof works.. How big is Earth? Having established its shape, what is Earth’s size? Having established its shape, what.
Latitude and Longitude Angular measurements used to locate positions on the earth’s surface Reference line- Line which serves as a starting point for.
The Eratosthenes Experiment. International collaboration.
3-3 Parallel Lines and Transversals. Section 3.2.
Bell Ringer – At one time it was not unusual for an ocean voyage to last 3 or more years and space was very limited. If you had to leave home.
Before the Bell… Open to a blank page in your notes… Get out a pencil…not a pen.
How to measure the size of the Earth Aristotle, the famous Greek natural philosopher, reports that mathematicians had allegedly evaluated the dimension.
How Eratosthenes measured the radius of the Earth
Do Now 2/18/14 1.Which moon phase comes after a waxing gibbous? 2.Which layer of the Sun do we see? 3.Where does the sun’s energy come from (how is it.
Solar angle. Solar Angle Solar Zenith Angle (SZA): angel between the sun and the point directly above your heat at solar noon –Zenith - 90° from the horizon.
You are here! But how do I know where here is? Longitude and Latitude.
Table of Contents Title: Chapter 2 - Mapping our World –Page #: 17 –Date: 9/19/2012.
Measuring Latitude and Longitude. Absolute Location Exact location –Determined by measuring latitude & longitude –Latitude always written first (Latitude,
Seasons Video Clip: Ignite Learning “Seasons”
Mapping the Celestial sphere Locating stars and deep space objects.
ANCIENT ASTRONOMY Chapter 1 ANCIENT ASTRONOMY In the British Isles, stones were used to keep track of the Sun and Moon. In the British Isles, stones.
History of Geographic Thought. A. The Spatial Organization of Human Activity 1. Geography is a “spatial science” (the study of place & space) 2. Human.
Time and Diurnal Motion
Page 44 of your atlas – find the approximate location of Penticton
Before the Bell… Open to a blank page in your notes…
PROPERTIES OF PARALLEL LINES POSTULATE
ANCIENT ASTRONOMY Chapter 1.
PROPERTIES OF PARALLEL LINES POSTULATE
CIRCUMFERENCE OF THE EARTH
Astronomy Vocabulary Mr. Ahearn 2013.
Page 44 of your atlas – find the approximate location of Penticton
PowerPoint Presentation
Eclipses and the Motion of the Moon
0/27 Merriam-Webster: a branch of applied mathematics concerned with the determination of the size and shape of the earth and the exact positions of points.
Calculating Sun Angles
The History of Astronomy Part Three
How to Use Longitude and Latitude
LATITUDES AND LONGITUDES
Planet Earth.
Presentation transcript:

Astronomy and the Greeks

Eratosthenes was a Greek scholar who worked in Alexandria. While working in the Library in Alexandria, he noted that, at noon during the Summer solstice, the Sun was directly overhead (or at its zenith) in a city called Syene in southern Egypt. He also knew that, at the exact same time in Alexandria, the Sun was about 7 0 south of its zenith. He also knew that the distance between Alexandria and Syene was about 800 km

Using this information, how do you think Eratosthenes was able to calculate the circumference of the Earth? 7 degrees = 800 km 1 degree = 800/7 = 114 km 360 degrees = 360 x 114 = 41,100 km - very close to the right answer !

Measuring the circumference of the Earth 1.Open up Google Earth and find the location of school on the Earth. 2.Position a marker on school and then find another location on the same line of longitude outside of Ireland. 3.Calculate the angular separation between their school and the second location they have chosen by subtracting their latitudes. 4.Using Google Earth it is also possible to find the distance between these two locations by placing a second marker. 5.Now, knowing the angular separation and overland distance it is possible to find a value for the circumference of the Earth.

Google Earth Google Earth at