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Chris Clemens.
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October 25, 2010 at 4:03 pm #10477
Chris Clemens
KeymasterThis looks just like the Integral with superposed circle, and is modified with a C below it, BUT — there is a small arrow on the circle (near the upper left part of the circle). The text introduces this “circle with an arrow” with “We put a directed circle — on the last integral as a reminder that the integration around the closed curve C is to be in the counterclockwise direction. This is followed by a series of equations in whcih the final modified intrgral has the directed circle over it.
Not sure how the indicate this in braille.
Thanks –
Kathy SHawlOctober 27, 2010 at 1:48 pm #20537Chris Clemens
KeymasterThe integral sign is modified by superposition with a circle that itself is modified. According to sec. 110 of the Nemeth Code, when two or more signs of shape are combined to form a composite sign with a more detailed structure, the shape which is formed is called a shape with structural modification. The modification is indicated by a letter or combination of letters suggestive of the nature of the modification. The symbol representing the modification must be preceded by the structural shape-modification indicator [braille]. and followed by the termination indicator. [braille]] This combination must directly follow the symbol of basic shape which is being modified.
Following these directions, the basic shape in this instance is a circle [braille]$c. The circle is modified by an arrowhead pointing in a counterclockwise direction (also called a directed circle). The letter suggestive of this modification might be the letter d for directed. Then your shape would be [braille]$c.d] The Code requires that this symbol be explained in a tn with a description of the print sign.
If ever the circle is shown with a clockwise arrow, you would need two different shape symbols.
October 27, 2010 at 3:07 pm #20538Chris Clemens
KeymasterThanks – really appreciate it!
October 27, 2010 at 4:21 pm #20536Chris Clemens
KeymasterSo I would do that whole expression as the modification to the integral?
October 28, 2010 at 5:06 pm #20539Chris Clemens
KeymasterYes — the integral would be followed immediately by a dot 4 then the modified shape and a termination sign — all on the same braille line.
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