Crown
Spread |
Edward
Frank |
Jan
11, 2006 18:15 PST |
ENTS,
Looking over many of our reports I find we have little in the
way of
crown spread information. This was made more apparent with work
on the
Pa Big Tree website, which is using the American Forests big
tree
formula to rank the size of trees. Crown spread is one component
of
that formula.
Will Blozan has defined the methodology for measuring crown
spread in
his Tree Measuring Guidelines. One involves averaging the
greatest
spread and the minimum spread through the central portion of the
crown
to obtain an average crown spread. Another is the spoke method,
where a
series of ten measurements, from the outer limits of the
branches to the
center of the tree, are averaged together and multiplied by two
to
obtain an average crown spread.
Is there a better way to do it, an easier way to measure crown
spread?
It is sometimes difficult to gauge spread when the lowest limbs
are 80
to 100 feet up in tree. I measured the spread on the NE's
tallest
hemlock a few days ago - so this is on my mind. I walked around
the
tree, tripping on limbs and rock trying to identify the points
where the
branch tips were directly overhead using my clinometer, then
measured to
the tree... By the way the tree has a crown spread of just 45
feet, and
maximum lateral spread of 31.5 feet.
The average of the greatest and shortest is essentially the same
as the
spoke method, using the equivalent of four spokes. Are ten
spokes the
right number, too many, or not enough? Can we figure out some
methodology that will make these measurement easier and will
lead to
them being taken more often?
Ed
|
Re:
Crown Spread |
wad-@comcast.net |
Jan
12, 2006 05:26 PST |
Ed
I have always wondered why spread doesn't get any respect. With
the current Big Tree formulas, spread is heavily discounted. If
you are looking for "Big" trees, and one has a 135'
spread, doesn't that say something about that tree? Compared to
another of the same species? I am guessing that the Big tree
points originated with those who tallied board feet, and not
overall mass (volume?) I would be interested in ideas that
included full points for average spread at least.
Scott
|
Crown
spread techniques |
Robert
Leverett |
Jan
12, 2006 11:41 PST |
Ed, Scott,
I run hot and cold on crown spread
measurements, not because I
think crown spread is unimportant, but because accuracy is hard
to
achieve even with settled definitions. I definitely think crown
spread
on really big trees is as important as either of the other two
common
measurements. For narrow-crowned species like red spruce, I
don't hold
that view and seldom take crown spread.
In terms of measuring spread, over
the years I tried everything.
Back in the 1995-1997 period when Will Blozan, Jack Sobon, and I
were
writing "Stalking the Forest Monarchs", Will and
Micheal Davie tried one
method of crown measurement by positioning themselves on
opposite sides
of the tree and shooting the intervening distance with their
lasers,
rotating and doing it again, until the tree had been circled.
The
average of the cross-crown distances was the average crown
spread. I
proposed an alternative of shooting a "spoke" to the
trunk and adding
the radius, moving and shooting again, until the tree had been
circled.
The average of the spokes x 2 was the average crown spread. I
chose that
method instead of the one Will and Mike used, not because it was
better,
but because in those days, I usually was the only one with a
laser. The
spoke method is still my preferred technique, so why don't I use
it
routinely. Well, because getting to the opposite side of a tree
is often
impossible. On city trees, I'd often wind up in someone's
bedroom,
floundering in a raging torrent, dodging cars in a busy road, or
staring
hopelessly up into the co-mingled branches of two trees.
Increasingly,
my solution has been to back off far enough to see what I think
are the
ends of the crown spread, shoot their distances from a fixed
point with
my laser, measure the intervening angle with a compass, and
apply the
law of cosines. I can then project the linear distance between
the end
points onto a level plane and compute that distance as the
lateral
spread. The problem is that most compasses are a poor devices
for
accurately measuring horizontal angle. I sendom can read mine
confidentaly to within a degree. Tip my new digital compass just
a bit
and watch the numbers spin. Woo! I can get the time of day with
the
device, the temperature, time myself with the stop watch, but
can't get
the darned thing to do what I bought it for. I can see when it
is level.
Whoever design the level was either a space alien or had the
eyes of an
eagle.
Accurately computing either maximum
linear spreads (ends are not
necessarily at the same elevations) or lateral spreads from a
distance
is held hostage to the lack of a cheap device that accurately
returns
horizontal angles. The Impulse Laser series by LTI has an add-on
device
that connects to the the laser at one end and a tripod at the
other.
Price of the combination? Oh, over $2,500.
In my earlier days of tree measuring I
had access to a transit. It
was a pain to lug around, but horizontal angles were never a
problem.
However, we weren't measuring spreads in those days, just
heights. The
monocular that Will and Jess are using will allow computation of
a
lateral spread, but no more than 7 or 8 feet. So there is no
cheap
solution to horizontal angles. For the present, crown spread
measurements will have to remain the province of: (1) direct
lateral
measurement from beneath the end points (preferred), (2) some
version of
the spoke method, or (3) measurement at a distance using the law
of
cosines. One can work out various scenarios for making the
computations
most efficiently where access to the end points is limited. Past
diagrams that I've circulated have that have differing designs,
have
been motivated by assumptions about the direct accessibility of
one or
more end points. My diagarms seldom are accompanied by adequate
explanations of the underlying assumptions I was making. It
wasn't clear
why I wasn't doing the measuring in a more direct way. However,
I can
dust of the designs, add some explanatory comments and pass them
to you
Ed for posting on the website.
In terms of what to measure, I have
settled on the greatest linear
spread, the greatest linear limb length, and the average lateral
crown
spread. Although, I cringe at the work involved to compute all
three, I
think I would vote for these measures to be incorporated into an
overall
measurement protocal that we might adopt to do any of four
classes of
measuring. The above would fit into the champion trees class of
measurements.
Bob
Robert T. Leverett
|
RE:
Crown Spread |
edward
coyle |
Jan
12, 2006 13:49 PST |
Ed,
The simplest method is to measure maximum spread. One
measurement. It might
take several tries to get the maximum, but that is no different
than finding
the highest branch. No averaging of anything. Unless we are
considering
averaging the three tallest points on a tree to obtain the
height!
The maximum spread, as is the greatest height, should be
considered the
absolute. It is not necessary to mimic the AF technique.
Ed C
|
Re:
Crown Spread |
Jess
Riddle |
Jan
12, 2006 18:24 PST |
Ed, Ed and others,
I'm beginning to measure more spreads with one of two motivating
factors: the tree has an impressive spread, or the tree may
qualify
as a state champion. In either case, I measure both quantities
for
comparisons sake. I'm also interested in seeing the maximum
spread
data used in ranking formula based of proportions of the
greatest
known dimensions. I prefer maximum spread to maximum lateral
spread,
a term which I find confusing.
On the way back from the Forest Summit in October, Will Blozan
and I
discussed the obstacles to implementing a ranking system based
of
proportions of the greatest known dimensions. The lack of a
reference
list of maximum dimensions is a problem... We've made
progress on data
entry for the list and other related lists has started, but is
proceeding slowly.
Jess Riddle
|
RE:
Crown Spread |
Robert
Leverett |
Jan
13, 2006 05:52 PST |
Ed,
I read with interest the different points of view on crown
spread
measures. If we are trying to capture overall
"bigness", the longest
distance between two points in the crown would seem to have
merit,
though not as a substitute for maximum horizontal spread whether
limited
to one side of the tree or across the crown. I would think that
trees
that have huge crowns that stretch a long distance both
horizontally and
vertically deserve to be recognized in a way that takes both
dimensions
into consideration. It does complicate the measuring process.
Bob
|
Crown
spread mania |
Robert
Leverett |
Jan
13, 2006 09:14 PST |
Jess, Will, Ed, Ed, Darian, Scott, et al:
... Another measure is maximum
limb length defined as the linear distance from the center of
the tree
where the limb originates to the end point of the most distant
point of
the limb structure, i.e. some twig. We can extend this idea to
be the
maximum linear (as opposed to strictly horizontal) spread from
one side
of the crown to the other. This idea of course takes in the
vertical
aspect. The longest linear spread of the Sunderland sycamore is
154 feet
as opposed to the 151.5 feet for the longest horizontal spread.
As
mentioned in a prior e-mail on the subject, getting accurate
measurements for any of these concepts is the trick where
visibility or
accessibility raise their ugly heads.
A related concept is the longest linear
distance one can travel
while remaining inside the crown (more or less). This
measurement is
probably virtually impossible to determine accurately, but I can
clearly
see that the pin oak on the Mercy Hospital Campus has a longer
linear
inside crown spread (LICS) than it does for maximum horizontal
spread
across the crown. While I wouldn't want to attempt making this
latter
measurement as part of every crown measurement exercise, when
fully
documenting a huge tree for historical purposes, as well as
others, it
might help to set giant cherrybark oaks such as grow in Congaree
apart
from shorter broad-crowned trees. Any thoughts?
Bob
|
Re:
Crown Spread |
Jess
Riddle |
Jan
13, 2006 13:30 PST |
Ed,
One of the principal reasons I prefer measuring maximum spread
over
measuring limb like is that the former is more a measure of the
whole
tree rather than just part of the tree. True, maximum spread
does not
include every branch, but the crown is a major functional unit
of a
tree and the maximum spread tells you something about that whole
unit.
Also maximum spread often is not as simple as long limb + trunk
diameter + long limb. The widest part of the crown is frequently
not
centered on the trunk, and the path of the maximum spread does
not
coincide with any limbs.
Jess
|
Re:
Crown Spread |
Edward
Frank |
Jan
17, 2006 08:06 PST |
ENTS, Don, Will,
I can see arguments in favor of using maximum spread for in the
dimension
formula. It is a single number that reflects a maximum for that
aspect of
the tree. We are maximum height for the tree, so it can be
argued we should
use maximum spread for the crown measure. I agree that this
measurement
does not reflect the height or thickness of the crown, the shape
of the
crown, nor its density. I agree that a parameter for crown size
should be
included in the dimension formula.
I favor average spread for the crown measure over maximum
spread. Why do I
favor average spread? The same limitations outlined above still
apply. One
of the main reasons is as Don suggests below - maximum crown
spread tends
to favor asymmetry over size. A tree with a long narrow asymmetrical
shaped
crown would receive more points than a tree with a round shaped
crown with a
slightly smaller maximum dimension. I think the
average crown spread gives
a fairer (not perfect, but fairer) approximation of the areal
extent of the
crown than does maximum crown spread, and therefore is a better
value for
use in the formula.
I would also argue that the girth measurement also reflects an
average -
circumference is a stand-in for diameter in this parameter. Tree
trunks
tend to be slightly asymmetrical. The measured circumference is
less than
the circumference of a perfectly round tree equal in diameter to
the largest
diameter ( long axis of asymmetry ) of the tree, and is greater
than the
circumference of a perfectly round tree equal in diameter to the
shortest
diameter (short axis) of the same tree trunk. So the cbh is
essentially an
average of the circumferences that would be obtained by using
the long and
short axis of an asymmetrical trunk.
Either measure, maximum spread or average spread, will produce a
workable
formula. So the question is simply deciding which one is best
and then we
should use the that one in the formula. I hope we can quickly
come to a
consensus - if not I would encourage Will to simply choose one
or the other
so we can proceed with implementation.
Ed Frank
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