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MCS,PHD
Argosy University/ Phoniex University/
Nov-2005 - Oct-2011
Professor
Phoniex University
Oct-2001 - Nov-2016
Data Analysis and Interpretation
Data analysis and interpretation focuses on May 4, 2016, for Ft. McMurray, AB and the area
that surrounds it.
1. Obtain the hourly data set of weather observables here.
2. Regarding the temperature data:
a. Plot temperature (°C) vs. local time (hours) for the full 24hour period.
b. When (local time of day) are the minimum and maximum temperatures attained?
How does the timing of these values in the data compare/contrast with the
textbook example of Figure 1 below? (In reporting times, it is important to
account for DST when applicable.)
3. UV index data serves as a proxy for incoming solar energy. Obtain hourly data for the
forecasted UV index here; regarding this data:
a. When (local time of day) are the minimum and maximum UV index values
expected? How does the timing of these values in the data compare/contrast with
the textbook example of Figure 1 below? (In reporting times, it is important to
account for DST when applicable.)
b. Which mechanism of heat transfer does the UV index represent?
c. Why is a lag between maximum incoming solar energy and maximum
temperature expected?
d. Estimate the UV index at 7 pm local time.
4. The interaction between fuel, heat and oxygen are the ‘fire essentials’ modelled by The
Fire Triangle. Suppose there is ample fuel (e.g., smouldering wood from partially burned
forest) and oxygen, so that the only variable is heat.
a. At the edge of the fire, fire responders are in close proximity with smouldering
wood. In this location, how might they observe conduction and convection?
Which types of processes are these?
b. Heat is required to raise the fuel to its ignition temperature; suppose that this
ignition temperature is 28 °C. When is this ignition temperature (of 28 °C) first
reached according to the data?
5. Regarding the visibility data:
a. Define visibility as a weather observable.
b. Plot visibility (km) vs. time for the full 24hour period.
c. Based on the visibility data, when does smoke (from the wildfire) start to appear?
For how long is this state of reduced visibility present? (Assume that this smoke
is the only element responsible for decreased visibility. Also assume that once
the fire reaches its ignition temperature, it burns, and continues to burn for the
remainder of the day.)
6. Suppose that by 7 pm, the smoke from the wildfire has developed into a 1 km thick
‘cloud’.
a. State the percentage of incoming solar energy that is reflected, transmitted and
absorbed by this cloud. (Hint: Make use of Figure 2.) If this smoke cloud
continues to thicken, how will the reflective, transmissive and absorptive radiative
transfers be affected?
b. Estimate the effective UV index. Assume that the forecasted UV index (answer
3(d) above) is reduced solely by reflective capacity of the smoke cloud. (Hint: If
the reflective capacity of the cloud is 60%, then the UV index is reduced by 60%
i.e., only 40% of the incoming solar energy is available for transmission and/or
absorption.)
c. Why does this thickening smoke cloud have a relatively minor effect on the
maximum temperature (answer 1(c))?
7. Using Google (or a similar search service), search for “satellite imagery ft. mcmurray
alberta may 4 2016”, and then respond to the following questions:
a. Why might evidence of the Ft. McMurray wildfires be expected in satellite
imagery that focuses on the visible light portion of the EM spectrum? Illustrate
with an image. (Be certain to reference your source.)
b. Why might evidence of the Ft. McMurray wildfires be expected in satellite
imagery that focuses on the infrared (IR) portion of the EM spectrum? Illustrate
with an image. (Be certain to reference your source.)
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