Using and editing superscipt's in math region variable names

Question

A sample of a variable name containing a superscript and subscript in the math formatted region is provided in the attached Mathcad Prime 10 file. I would like to edit the superscript to make a new variable name. I can edit everything except the superscript. Please advise on how this can be done? Please see attached file for more information.

Werner_E · Accepted Answer

Mathcad dos not support variable names with superscripts.

What looks like superscript "a" is a "normal" sized character from the font used.

You can create that character either by inserting it from the Windows App "charmap"

or, as its the character with ASCII code 170 (unicode U+00AA) you can use the keyboard shortcut "ALT 0170" with numbers from the numeric keypad.

The fonts usually do only contain superscript number and a couple of letters (not all!) and some other symbols like an superscript underline, degree symbol, apostrophe, etc.

A superscript "a" can also be found as Unicode letter U+0363 but the letters there look more like coming from a sansserif font.

So the fazit is that you can use some superscript letters but its a bit cumbersome and you can't edit such a variable name the 'usual' way by simply typing from the keyboard.

terryhendicott · Answer

Hi,Superscripts do not form part of the definition of variable names in PrimeFrom the help:Variable and Function NamesVariable names, function names, unit names, constant names, etc, are generically referred to as identifiers.Identifiers can contain any valid Unicode character from the Base Multilingual Plane (BMP) with the exception of white space and control characters, and with the additional limitation that the first character cannot be a decimal digit (0-9). Unicode BMP characters are defined as having a code in the range 0-65535.The label associated with an identifier is considered part of its name when distinguishing it from another identifier. This makes it possible to define a new function mean with the Variable label, and still be able to refer to the built-in function mean by specifying the Function label. However, if you define a new function mean with the Function label, you will be hiding the built-in definition of that function.Identifiers are case-sensitive, can be of any length, and may contain any combination of valid characters:•Letters—Uppercase and lowercase letters.•Digits—0 through 9, but not as the first character of a name. PTC Mathcad interprets leading digits in combination with letters as either an imaginary number (2i or 3j) or as a number times a variable (3x).•Dot—A single, punctuation character, period can be used any where; including as the first character.•Symbols:◦Underscore _.◦Any symbol listed on the Math tab, in the Operators and Symbols group, in the Symbols list. To enter a Greek character, type the Roman character followed by Ctrl+G. For pi, type p and then Ctrl+G.◦Any constant listed on the Math tab, in the Operators and Symbols group, in the Constants list.◦Other standard symbols. You can refer to the Windows Character Map dialog box for special symbol codes.To access the MS Windows character map, click Start > Windows Accessories > Character Map.•Literal subscripts—Any combination of valid characters; including a number as first character.◦A subscript may be placed anywhere in the identifier.◦An identifier may contain multiple subscripts such as H2SO4.Additional Information•Identifiers cannot contain symbols that have special meaning to PTC Mathcad, such as those listed under the Math tab, in the Operators and Symbols group, in the Operators list.•You can assign different labels to the same name. For example, you can enter the expression f(x) and label it as a function and then enter the expression f and label it as a variable.•Certain names are already used for built-in constants, variables, or functions. If you redefine these names, their built-in meanings no longer work after the redefinition. For example, if you define a function called mean, you override the functionality of the mean built-in function.

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