Welcome! This site
was created to chronicle my lifelong model aviation hobby, and to provide some valuable resources for visitors.
- Kirt Blattenberger
AMA 92498

My Models:
Airplanes, Boats,
Helicopters, Rockets
Airplanes and Rockets
Modeling in Erie, PA
 
Airplanes & Rockets
Modeling Forums
©1996-2012
Kirt Blattenberger with E-flight Taylorcraft on Snow Skis - Airplanes and Rockets
Academy of Model Aeronautics (AMA) | Fédération Aéronautique Internationale (FAI) | Int'l RC Helicopter Association (IRCHA)
League of Silent Flight (LSF) | National Association of Rocketry (NAR) | National Free Flight Society (NFFS) | Society of Antique Modelers (SAM)

Estes Altiscope / AltiTrak

Estes Altiscope - Airplanes and RocketsThis is the vintage Estes AltiTrak. The one I had back in the 1970s was made of wood that went by the name Altiscope (see thumbnail). The AltiTrak one is a newer incarnation made of plastic and is held like a pistol.

Both models work on the right triangle completion principle. You stand off a predetermined distance from where you expect the rocket to be at apogee (its high point of flight), and then follow it up with your instrument. At the highest point, you lock the angle indicator on the protractor. You can see the concept in the picture to the left (click for a larger version).

The base of the right angle angle is the side adjacent to the measured angle (θ), which makes the vertical line to the apogee the side opposite the measured angle. Since the tangent of an angle is equal to the quotient of the side opposite divided by the side adjacent (which you determined at the beginning), that leaves the altitude being:

Altitude = Base * tan (θ)


Now, when I was a teenager trying to use my Altiscope, I didn't know a tangent from a schmangent. Fortunately, Estes provided a table of values. Yes, teachers had attempted to learn me about trigonometry, but I wasn't having any of it.


Airplanes and Rockets - Estes Altiscope




















Airplanes and Rockets - Estes Altiscope