Will, 

Good points. Actually, I often do as you do on really large trees, i.e. shoot 
to the side of the trunk to capture radius as part of the spoke. 


Bob 




----- Original Message ----- 
From: "Will Blozan" <[email protected]> 
To: [email protected] 
Sent: Friday, January 8, 2010 12:40:53 PM GMT -05:00 US/Canada Eastern 
Subject: RE: [ENTS] Back to James on crown spread 




Bob, 



Great overview. I would add a few comments to clarify. 



1) Shooting to the same height on the trunk is essential if the tree has 
significant lean. 

2) I have found the laser WILL hit and return from the side of the trunk 
perpendicular to the point of observation. This would eliminate adding in the 
radius of the trunk. Incidentally I always use the side spot when possible for 
the base shots during height measurements to have a useful horizontal offset 
for future calculations, if needed. 

3) Measuring the crown on branches over obstacles (like water in Congaree) is a 
technique all ENTS measurers should master and employ. It is very useful and 
provides at the worst a not-less-than data point for that portion of the crown. 

4) I think the “ENTS spoke method” should be used by all tree lists and would 
best represent the crown dimensions. Max spread and longest limb system 
extension would be separate items to record. 




Will F. Blozan 

President, Eastern Native Tree Society 

President, Appalachian Arborists, Inc. 



"No sympathy for apathy" 




From: [email protected] [mailto:[email protected]] On Behalf 
Of [email protected] 
Sent: Friday, January 08, 2010 11:01 AM 
To: [email protected] 
Subject: [ENTS] Back to James on crown spread 




James, 





Crown spread measurements are a challenge, more so than simple explanations and 
measurement diagrams would lead the beginner to believe. Measuring the crown 
spread of an in-forest tree is an obvious headache to anyone who has tried it a 
few times. Open-grown trees in a field or park with full access is another 
matter. In ENTS we often find ourselves measuring forest-grown trees in 
difficult terrain. 





The traditional way is to measure the longest and shortest spreads and average 
then average them. Lots of luck. An alternative is to fin what you think is the 
longest spread, measure it and then rotate 90 degrees and take another spread 
measurement and average the two. These are the to methods of measuring crown 
spread that are commonly described. But without spending a lot of time, how do 
you know you've found the longest and shortest spreads? And even if you have, 
do they capture the average spread well enough? 





For trees that lend themselves to circling around, the best way to determine 
average crown spread is to circle the tree and shoot to the trunk from points 
along the drip line. If you're on sloping ground, shoot to the trunk with your 
laser and clinometer and compute horizontal distance to the center of the trunk 
by the calculation H = D x cos(A) + R, where D is the laser-measured slope 
distance to a point on the trunk, A is the angle, R is the trunk radius, and H 
is the computed level distance or spoke length. If C is average crown spread, 
then the final formula is: 





C = 2 x [SUM(H+R)]/N where N is the number of readings. C is obviously just 
double the average of all the H spoke lengths taken to the center of the tree. 
Of course, if you are measuring in yards, of course you have to multiply the 
final result by 3 to convert to feet. If you had your laser on meters, the 
factor is 3.28084. 





Alternatively you can compute C as: 





C = 2 x [SUM(H)/N + R] as an algebraic simplification of the first formula. 





Whether you add R to each spoke or to the ending average length of the spokes, 
don't for that step. Since radius varies with height, best to shoot to the 
trunk at a predetermined height or spot on the trunk where you've taken the 
girth and calculated the associated radius. R = C/(2 * Pi). This is usually at 
4.5 feet, but doesn't have to be for the crown spread determination. Visibility 
and access always have to be taken into consideration. All of us who measure 
trees know this, but the simplified tree diagrams never discuss actual field 
conditions and how to deal with obstacle that obscure visibility. 





The more radial shots you, get the better. Just circle around the trunk 
following what you think is the drip line - if you can. Use the clinometer to 
position yourself at the extreme edge of the limb. You need to insure the angle 
is 90 degrees. 





Where a tree hangs over a roof, you have to get increasingly inventive. If you 
stand at the trunk and look out to what appears to be the greatest extension of 
the limbs over a roof, you can use H = D x cos(A) + R to calculate the 
horizontal distance away of what you can see as a tip. Of course, this may not 
be the fartherest extension, but you have to measure what you can see. 





One final point worth discussing, are we attempting to measure the spread of 
the crown as defined by branches and limbs, as opposed to the absence thereof? 
For example, suppose in circling the tree following the drip line, you reach a 
point where there are no branches of any consequence protruding out from the 
trunk, just small foliage near the top. You are really in a gap between 
outstretched limbs. Would you take spoke measurement here? Moving a few feet 
left or right wold put you back under overhanging foliage. Should that be your 
choice? It is for me. I don't typically include in my determination of crown 
spread places where limbs are missing, where you could follow a gap between 
foliage/limbs right up to the trunk or nearly so. We don't usually address this 
technicality in our discussions. 





Crown volume is an ENTS calculation that we have attempted to perfect to better 
capture those marvelous live oaks of Larry's. But despite playing with formulas 
a lot, I've never been satisfied with the results. Ed has had some good ideas. 
Basically, we are attempting to measure a highly irregular, partially filled 
space. Not an easy thing to do even for the most cooperative of trees. 





Hope this helps. 





Bob 






----- Original Message ----- 
From: "James Parton" <[email protected]> 
To: "ENTSTrees" <[email protected]> 
Sent: Tuesday, January 5, 2010 11:38:12 AM GMT -05:00 US/Canada Eastern 
Subject: [ENTS] Re: Laser History and Measuring Tree Spread. 

Bob, Thanks for the explanation. One thing is for sure, I enjoy measuring trees 
by this method when I am out. I think I have it pretty much down but still I 
need more practice at being proficient at it. I was going over what I learned 
at Congaree last year, doing tree spread. They are a couple of ways. Take two 
measurements, four spokes and average them. Say 15y by 20y. You would add them 
together and divide them by two to get the average. right? And then take the 
answer and times that by three to get it in feet. 15+20=35 divided by 2=17.5 x3 
= 52.5 That is 52.5 ft average spread. I also seen in Congaree where multiple 
measurements are made by circling the tree making multiple measurements for 
improved accuracy. I looked up and read on how to measure max and average 
spread on the website but wanted to know whether I had the averaging number 
formula right. I never was a math wiz. ~laughing~! I find it awesome that ENTS 
and a few independents have influenced tree measuring so much that Nikon and 
others now produce rangefinders to cater to that need. As you stated, before us 
rangefinders were made primarily for sporting activities. Hunters still use 
them a lot, for example. I have to thank all ENTS but especially You, Larry 
Tucei, Will Blozan and Ed Frank for helping me learn this amazing method. I 
would encourage all non measuring ents to learn it. It really is fun! James 
Parton On Jan 5, 9:39 am, [email protected] wrote: > James, > > BVP was 
independently using the sine top sine bottom method first. There may have been 
others as well, but I'm unaware of who they would have been. Will Blozan and I 
developed sine top and sine bottom for ENTS. We later discovered that BVP and 
been using it for a long time. Colby Rucker later joined Will and me and became 
known for his use of long poles to get a better fix on the lower measurement. 
Colby was just great. I miss him a lot. We all do. > > BVP was the one who 
introduced Will and me to the Litespeed 400, a Bushnell laser. I got one and so 
did Will. Everything was uphill thereafter. The rest is history. > > In terms 
of the tree math, my strong suit has always been mathematics. I developed 
mathematical models in my work while in the Pentagon and have taught math and 
statistics at the college level. So, tackling the problem in a mathematical way 
conforms to my nature. I say this because it has always come as a surprise to 
people outside the world of forestry that such basic calculations as we use 
haven't been in practice for decades. I always explain that those calculations 
were not possible prior to the introduction of the laser rangefinder. As to the 
expertise of mensurationists, they know the math. It's elementary, but they 
don't spend the time decoding hard to measure trees in forest situations. It's 
rather like knowing some principles of animal tracking versus being out there 
doing it. It took me three separate trips to tie down that tuliptree in 
Montpelier. I'm within +/- 0.5 feet of the twig I was measuring, but the effort 
required speaks to the difference of pointing, shooting, and writing down some 
numbers versus getting it right. ENTS knows better how to do that than any 
other group in the East. Of that, I have no doubt. > > The Forestry 550 does 
measure tree height by our sine top, sine bottom method. The TruPulse does it 
also, but not by the built in height routine. It requires mores steps. BVP's 
Impulse Laser also does it right, but not by the built in routine. He also must 
use more steps. The OPTILOGIC appears to do it by the old tangent method. Pity. 
> > Before ENTS people were using laser rangefinders in sports and other 
endeavors, but judging by the feedback we have gotten, ENTS has been really the 
only show in town in terms of employing laser rangefinders in tree height 
measuring. There's no way of knowing who might have been out there in tree-land 
doing it on their own. They didn't come forward. > > The tangent-clinometer 
method was used before ENTS. It has been in use for decades. I suspect that 
early measurements of standing trees employed this method with some instrument 
being used to measure the vertical angle. The method of similar triangles would 
also have been used. Descriptions of equipment used and measuring methodology 
have been lost, if they were ever known. Thus, we get reports of astounding 
tree heights, but no way of verifying them. We'll never know what grew in 
centuries past. > > A laser by its self can be used as you describe. However, 
looking upward and trying to shoot exactly straight up (90 degrees) is harder 
than one might imagine. When you think you are looking straight up, it is often 
at an angle of 70 to 75 degrees. A short make shift plumb bob can be used to 
create a true vertical line. > > I think this covers everything. > > Bob > > > 
> ----- Original Message ----- > From: "James Parton" > To: "ENTSTrees" > Sent: 
Monday, January 4, 2010 10:47:21 PM GMT -05:00 US/Canada Eastern > Subject: 
[ENTS] Re: Suunto vs. iPhone > > Bob, > > ENTS came up with the Sine-Top 
Sine-Bottom method of measuring, right? > I also know that some others have 
used lasers to measure trees more > recently? Has ENTS inspired the use of 
laser rangefinders as tree > measuring tools so much to grab Nikon's attention 
to build a laser > specifically for measuring trees? And then there is those 
Tru-Pulse > lasers and the one that BVP uses. Was lasers being used of any > 
frequency before ENTS? I have always thought the tangent clinometer- > only 
method was in use before You and Will developed our highly > accurate method. I 
also know that a laser can be used by itself from > under the tree if the top 
can be found as in a decideous tree in > winter without the need of the 
clinometer. > > Fill me in on laser usage history. > > James Parton > > On Jan 
3, 3:19 pm, [email protected] wrote: > > Carolyn, > > > The Nikon Forestry 
550 does it all. It is also fairly pricey. You select the height mode, shoot 
the crown, shoot the base, and read the calculated height from the LED. No 
math. No fuss. No bother. > > > Bob > > > ----- Original Message ----- > > 
From: "Carolyn Summers" > > To: [email protected] > > Sent: Sunday, 
January 3, 2010 2:35:23 PM GMT -05:00 US/Canada Eastern > > Subject: Re: [ENTS] 
Suunto vs. iPhone > > > Are there any tree-height measuring devices that do the 
math for you? I > > never took trig. > > -- > > Carolyn Summers > > 63 Ferndale 
Drive > > Hastings-on-Hudson, NY 10706 > > 914-478-5712 > > > > From: Beth > > 
> Reply-To: > > > Date: Tue, 22 Dec 2009 15:57:09 -0800 (PST) > > > To: 
ENTSTrees > > > Subject: [ENTS] Suunto vs. iPhone > > > > A Small Comparison 
between Suunto and iPhone Clinometers > > > > Since some of us now have iPhones 
and have downloaded the > > > Clinometer application I thought that someone 
needs to compare the > > > iPhone to the Suunto clinometer. Today I took 14 
measurements each > > > while sitting on my couch to a ceiling heating/AC vent. 
I then > > > measured my eye height, the ceiling height, and the distance from 
my > > > eyes to the tape measure hanging from the vent as a plumb bob. These > 
> > measurements were: ceiling height = 96², height of the eyes = 38², and > > 
> distance to the vent plum bob = 219². I used the measurements to > > > 
calculate the angle I was trying to measure with the Suunto and > > > iPhone. 
Before taking my measurements I calibrated my iPhone > > > clinometer according 
to the instructions. I also had the following > > > settings: Fast 
approximation-on, Beep on lock-on, wait for lock > > > accuracy of + 0.1o- all 
the way to the left (+ 0.1o), disable auto- > > > lock-off, and 3D glass 
effect-on. > > > > The first thing that I do in order to calculate the angle A 
was to > > > calculate the distance from my eye to the ceiling; 96²-38²= 58². > 
> > > Since Tan A = a/b, we can rearrange the equation to find A by dividing > 
> > both sides by Tan. Since 1/Tan =Arc Tan the equation is A = (a/b) Arc > > > 
Tan. Filling in this equation with the data we get A = (58/219) Arc > > > Tan 
or A = 14.8336707057. Taking signifiginte numbers in mind I am > > > going to 
say the angle is 14.8o. (Note: I calculated this after > > > gathering the data 
as not to influence the clinometer data) > > > > Now for the clinometer data: > 
> > Suunto iPhone Suunto iPhone > > > 15.5 15.2 14.5 15.4 > > > 15.0 14.9 15.0 
15.2 > > > 15.0 15.1 14.5 15.2 > > > 15.0 14.1 14.5 15.1 > > > 15.0 15.0 14.5 
15.7 > > > 15.0 15.2 15.0 15.5 > > > 14.5 15.1 14.5 15.2 > > > The means were 
14.8 and 15.1 for the Suunto and iPhone respectively > > > with standard 
deviation of 0.31 and 0.35. > > > > The one thing I noticed in my raw data is 
with the Suunto my highest > > > and lowest angles were 15.5 and 14.5 whereas 
with the iPhone they were > > > 15.7 and 14.1. I can think of at least two 
reasons why. 1) I have > > > more experience with the Suunto than I have with 
the iPhone and 2) the > > > Suunto has a line to help repeatly ³hit² the same 
spot whereas the > > > iPhone you are just looking down one side of the phone. 
> > > > I also noticed after calculating the angle (14.8) the Suunto average > 
> > was closer than the iPhone¹s (14.8 vs. 15.1). Now is 0.3o difference > > > 
significant? Bob has more experience with the Suunto than I do and he > > > has 
stated in the past that can read it to the nearest 1Ž4 o. I myself > > > can 
only read it to the nearest 1Ž2o. Given this I believe that a > > > difference 
of 0.3o is. > > > > How can the iPhone be improved? If one would add a sighting 
device on > > > to the iPhone this could help ³hit² the same spot repeatly. 
Obviously > > > this can not be same one that is used in the Suunto¹s, looking 
through > > > it with an optical illusion. Maybe a tiny gun sighting built into 
the > > > volume and/or ringer buttons on the left side. I think someone > > > 
thought of this earlier. With the sight and practice I believe one > > > could 
the angle down to the nearest tenth of a degree. With the > > > Suunto one can 
only really estimate anything less than 1 degree. > > > Beth > > > > -- > > > 
Eastern Native Tree Societyhttp://www.nativetreesociety.org > > > Send email to 
[email protected] > > > Visit this group 
athttp://groups.google.com/group/entstrees?hl=en > > > To unsubscribe send 
email to [email protected] > > > -- > > Eastern Native 
Tree Societyhttp://www.nativetreesociety.org > > Send email to 
[email protected] > > Visit this group 
athttp://groups.google.com/group/entstrees?hl=en > > To unsubscribe send email 
to [email protected] Hide quoted text - > > > - Show 
quoted text - > > -- > Eastern Native Tree 
Societyhttp://www.nativetreesociety.org > Send email to 
[email protected] > Visit this group 
athttp://groups.google.com/group/entstrees?hl=en > To unsubscribe send email to 
[email protected] Hide quoted text - > > - Show quoted 
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