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review
and hints for test one
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kava
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These are not
necessarily the only things you'll need to know, but if you
must do triage at the last minute, study these... If you did the
sections of the exercises assigned and understand the ideas, you will do
well on the test. remember that the only material covered here
will be that which we covered in lab exercises.
General:
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You may use a
regular calculator if you like, but won't really need one.
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Don't need protractor,
colored pencils, etc. - all you need is a pencil and a little study.
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There won't be
any large "busy-work" type problems as in the workbook (i.e., no large
complicated graphs to draw...)
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There won't be
much of any "trivia" on the quiz (as in "what country is divided at the
38° N. parallel?" question of chapter one)
-
while studying
or reviewing, be sure to look in the textbook (lecture text) for better
figures, additional pictures, etc.
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If you get confused,
always think of the most simple example, and work from there; i.e., if
you need to figure out a location change in lat./long., draw a globe and
mark your movement as you cross the equator, prime meridian, or whatever.
this also helpful when figuring out antipode and so on...
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If this does not
help, look for clue in other parts of the test. This does not
mean I'll put them there on purpose, but it's sometimes necessary to explain
something a little to ask a question properly, and this info might give
you just the clue you need to solve another problem. This is,
after all, how real life works!
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If you don't quite
understand a question, ask me!
Chapter
1:
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Refer also to
ye olde firste quiz
from a previous year for samples
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Terms-
at the beginning of chapter and any others boldfaced or italicized: all
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be able to define,
draw, and differentiate great vs. small circle
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know about
parallel
and meridian, longitude and latitude.
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be able to find
the antipode of a location (remember: switch the horizons [N becomes
S, E becomes W], the latitude stays the same [40 degrees N becomes 40 degrees
S], and the longitude becomes 180 - the original longitude [33 degrees
E becomes 147 degrees W]
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Know that there
are 60 minutes in a degree, and 60 seconds in a minute.
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know where you'll
be (lat/long/) if you move a certain distance in degrees from a given
location
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remember that
if you go, for example, from 60 degrees N and travel 90 degrees S, you
will cross the equator, and end up at 30
-
degrees S;
SO... know what happens to degrees when you cross the equator.
Also know what happens when you go across the Prime Meridian or 180 degree
meridians.
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Remember that
there are 90 degrees between the equator and the north pole, 90 b/tw equator
and S. pole, and 180 from the Prime Meridian to, well, 180 degrees (and
that 180 degrees is neither E nor W.). So there are, of course,
360 degrees completely around the globe in both directions (N. pole to
S. Pole and back to N. Pole / Prime Meridian to 180 and back to Prime Meridian)
and 180 halfway (N. Pole to S. Pole)
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If given
the
table
on page 28, be able to tell me how long it is from, say, 25 degrees
N. to 45 degrees N. or 25 degrees W to 25 degrees E., etc.
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If I give you
a halfway decent time zone map, be able to tell the difference b/tw
two locations. Also know that as there are 360 degrees around the
globe and 24 hours in a day that there are also, theoretically 24 time
zones of 15 degrees each (24 x 15 = 360), but that because of political
borders time zones do not match these.
Chapter 4:
About topographic and contour
maps:
Remember that i mentioned several
times that the main goal is to be able to extract useful data from them.
his means that if you can read elevations on contour maps, temperatures
on thermal maps, etc., you are doing ok. unfortunately, you'll
still have to do a bit of contour line (isopleth) drawing if i give you
a small "map" with 12 or 15 elevations (temperatures, pressures).
nothin' as bad as that stuff in the workbook though!
Also:
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read over the
"more about contour lines" on p. 63
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know the terms
as we've encountered them (isotherm, isopleth, contour line, index contour,
contour interval, benchmark, vertical exaggeration, etc.)
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know how to draw
a profile from a topo map as in this chapter.
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know the similarities
and differences between topographic/temperature/etc. maps and how/what
they portray with isopleths. is it possible to have both maps
in one?
Chapter
5:
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Terms-
at the beginning of chapter and any others boldfaced or italicized: all
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know especially
the latitudes of Tropics of Cancer (Cuba-Castro-cigars-cancer...)
and capricorn, the Arctic and Antarctic Circles, and what these
mean in relation to the sun's angle, date, and location. e.g.;
the Tropic of Cancer is at 23.5 degrees. N, and it's the N. most point
at which the sun will be directly overhead (on the Summer Solstice), and
the Arctic Circle is at 66.5 degrees. N, and represents the point at which
the sun will be below the horizon entirely for one or more days during
the year. See textbook page 52 and 54 for clear explanations.
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understand how
to read the figure (5-3) on page 85.
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The analemma
will appear, so know how to work it!
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remember the method
to determine sun angle AND horizon as on page 89. many
forget to put horizon (N or S) on this during tests... don't forget!
Remember that if the SSP is north of your location the sun will, of course,
be in the north sky for you, and vice-versa.
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remember what
the longest and shortest days are called (summer and winter solstice)
and, and what the name is of the equal day-night event (equinox).
Know where the subsolar point will be on each.
Chapter
6:
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Terms-
at the beginning of chapter and any others boldfaced or italicized in chapter,
as usual.
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remember at which
altitudes and in which order the thermal layers of the atmosphere
occur (meso-, thermo- strato- and tropospheres). understand
why they become cooler/warmer with altitude change, in simple terms.
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remember how to
convert
temperatures from centigrade to Fahrenheit scales and back (page 99).
Remember, the top pair of formulae(!) in the chapter are to convert TEMPERATURE
READINGS, as on a thermometer, and the bottom pair are to convert TEMPERATURE
CHANGES, as in the air cooled 33 degrees from its original temperature.
remember the important numbers: 32 (the freezing point of water in Fahrenheit),
1.8 (a degree change in Fahrenheit is 1.8 degrees in centigrade), and the
formulas become rather simple. really.
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Understand the
concept of continental and maritime climates, and tell where they
are located relative to each other, and know the differences in temperature
patterns for each. know that these differences are because
of the heating and cooling properties of land vs. water (the empty pan-full
of water pan on the stovetop analogy)
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ditto for low-
vs. high altitude climate locations.
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know how to read--not
draw, read--the temperature map you made (or one like it).
Chapter
8:
Terms-
at the beginning of chapter and any others boldfaced or italicized...
-
this chapter will
feature something about "the
mountain diagram" (aka orographic lifting, etc.), as you might imagine.
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you're responsible
for general ideas of this chapter, such as the terms on page 130 (minus
stability and plus latent heat, albedo, lifting condensation level)
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know what relative
humidity is, and how to calculate it if you have a chart as you filled
in in the workbook, and the actual water vapor content of the air.
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know how to read
the chart you made in the workbook (and which is given on page 132
of your textbook)
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know what the
environmental
lapse rate is (as opposed to the normal lapse rate)
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know the difference
between dry and wet adiabatic rates, what they are, and why they
are different (because of latent heat used/released in evaporation/condensation,
you recall...)
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know the terms
involved (like the condensation level, condensation, dewpoint, the MAR
and DAR and when to apply them, why it's warmer at same elevation on leeward
than windward side, what chinook winds/Fohn are, the rain shadow
and where it occurs, etc...
good
luck!
You rose o' the wrong side to-day
-Richard Brome
modified Thursday Feb 15, 1:45pm