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(11C) Tree Heights
11-02-2018, 01:24 PM (This post was last modified: 11-02-2018 01:26 PM by Gamo.)
Post: #1
(11C) Tree Heights
This program was adapted from the Hand-Held-Calculator Programs
for the Field Forester.

More detail information attached here.

Procedure:

1. Enter slope distance to base of tree [A] -->Display known distance

2. Enter Slope percent to tip, [R/S] --> Display 0 (Slope to tip Stored)

3. Enter Slope percent to Base.

I. If Positive [B] --> display 0 // slope base entered
II. If Negative [C] --> display 0 // slope base entered

4. [D] ---> Tree Heights

-----------------------------------------------

Example: FIX 1

Slope Percent to tip = 40
Negative slope percent to base = 20
Distance to tree = 56
What is the Tree Heights?

56 [A] display 56
40 [R/S] display 0
20 [C] display 0
[D] 32.9

Tree Heights is 32.9

-------------------------------------------------

Slope Percent to tip = 40
Positive slope percent to base = 20
Distance to tree = 56
What is the Tree Heights?

56 [A] display 56
40 [R/S] display 0
20 [B] display 0
[D] 10.9

Tree Heights is 10.9

Program:
Code:

LBL A   // Enter Distance and Slope Tip
STO 3
R/S
GSB 1
STO 1
CLx
RTN
--------------------------------------------
LBL B  // Enter Positive Slope Base
GSB 1
RCL 1
-
CHS
STO 2
CLx
RTN
------------------------------------------
LBL C  // ENTER Negative Slope Base
GSB 1
RCL 1
+
STO 2
CLx
RTN
-----------------------------------------
LBL D  // Compute Tree Height
RCL 2
SIN
RCL 3
x
90
ENTER
RCL 1
-
SIN
÷
RTN
---------------------------------------
LBL 1
EEX
2
 ÷
TAN -1
RTN

Gamo


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Messages In This Thread
(11C) Tree Heights - Gamo - 11-02-2018 01:24 PM
RE: (11C) Tree Heights - SlideRule - 11-02-2018, 02:43 PM
RE: (11C) Tree Heights - Dieter - 11-02-2018, 06:15 PM
RE: (11C) Tree Heights - SlideRule - 11-02-2018, 07:03 PM
RE: (11C) Tree Heights - Dieter - 11-02-2018, 07:41 PM
RE: (11C) Tree Heights - Gamo - 11-03-2018, 01:35 AM
RE: (11C) Tree Heights - Dieter - 11-03-2018, 12:47 PM
RE: (11C) Tree Heights - Thomas Klemm - 11-04-2018, 03:32 PM
RE: (11C) Tree Heights - Dieter - 11-04-2018, 04:57 PM
RE: (11C) Tree Heights - ijabbott - 11-22-2018, 05:27 PM
RE: (11C) Tree Heights - Gamo - 11-05-2018, 12:52 AM



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