FAQ:
What is dimensional Analysis?: Dimensional analysis means “Units” doesn’t just multiply numbers, it actually understands the difference between mass and force.

Does “Units” handle Celsius and Fahrenheit?: Temperature conversion has bugs.  Free update 0.95 corrects support for “offset” units it is being tested now.

Does “Units” properly handle significant figures or do error analysis?: Not yet...  But updates are free...

Does “Units” do algebraic syntax?: No, Units is intended to convert a single value in any units to another set of units.

How do I get “Units?”: Purchase from the iTunes AppStore.http://phobos.apple.com/WebObjects/MZStore.woa/wa/viewSoftware?id=284242241&mt=8shapeimage_2_link_0
 

Units is not you mom’s unit converter.  It does not mindlessly convert pounds to kilograms.  Pounds are in the “force” dimension, kilograms are in “mass.”  When you try this you will get units of acceleration, because that’s what Newton said should happen:  Force = mass times acceleration.  if you want kilograms on Earth, multiply times “g”.


 

This is not your mom’s unit converter

Units comes with a database that covers not only the basic dimensions like length, time, mass, electric charge, but also includes certain physical constants and astronomical observations.


If you don’t find a dimension you need, you can add it.  If you don’t find a unit you need, you can add it.  Units gives you its own symbol keyboard so you get access to common scientific unit names and notations.
 

Search anything.  Search in the dimensions view and get the dimensions that include what you’re looking for.



 

Here are some examples of ways to type in what you’re looking for along with the result Units gives you:


You want to convert pounds to kilograms on earth:


from:        55 lb

to:             g kg

result:       24.9476



You want convert 3x10^8 meters per second to miles per hour:


from:        3e8 m/s

to:             mile/hour

result:       6.710809x10^8


Yes, I am making a demo video tomorrow.

You want the rest energy of an electron in calories:

from:       me c^2

to:            calorie

result:      1.9567... x10^-14



You want the sea-level air force on the area of a barn in dynes:


from:       atm barn

to:             dyne

result:      1.013... x 10^-14

To report problems or ask questions, please contact support@benspratling.com