The richer scale
Charles Richter was a physicist who created the Richter scale. This scale allowed scientist to quantify the size of an earthquake.
The term magnitude is used to describe the size of an earthquake.
earthquake data is used to explore the structure of the mantle
Charles Richter
It depends on the size of the tornado and the how strong the earthquake is. Most earthquakes are small on average, so most of the time a tornado is stronger.
Measure the size of the earthquake.
The Ritcher Scale works by allowing scientist to measure the size and intensity of an earthquake.
Charles Richter was a physicist who created the Richter scale. This scale allowed scientist to quantify the size of an earthquake.
magnitude of an earthquake can be determined from the data ... an empirical quantitative ranking of the earthquake's inherent size or strength ... Another way to measure the size of an earthquake is to compute how much ... length with an average seismogenic width of 100km to produce an Mw10.5.
the size
Those numbers are orders of magnitude on the Richter scale. The Richter magnitude scale was developed in 1935 by Charles F. Richter of the California Institute of Technology as a mathematical device to compare the size of earthquakes.
The term magnitude is used to describe the size of an earthquake.
Exponents are based on real life situations. For examle, scientist use exponents to measure size of an earthquake! 2 to the 5th power is 2x2x2x2x2. Another way they are used is when putting in carpeting. You will order 12x12 square inches of carpeting, or 12 Squared.
The Earthquake in Japan was a 9.0 magnitude.
Mars is the second largest but it can be argued between scientist's Mars may be the same size of another planet or be smaller than another planet
The scientists determined the size of the earthquake by combining forces when the tsunami triggered them>
No. Size does not necessarily affect the magnitude of an earthquake. In fact, a deep earthquake will have less of an effect on the surface than a shallow earthquake of the same magnitude.