Delta AH500 - Page 246

AH500 Programming Manual
6-78
Example 2:
Users can use the applied instructions to perform the following calculation.
 The binary integer in D10 is converted into the single-precision floating-point number,
and the conversion result is stored in (D101, D100).
 The binary-coded decimal value in X0.0~X0.15 is converted into the binary value, and
the conversion result is stored in D200.
 The binary integer in D200 is converted into the single-precision floating-point number,
and the conversion result is stored in (D203, D202).
 The constant 615 is divided by the constant 10, and the quotient which is the
single-precision floating-point number is stored in (D301, D300).
 The single-precision floating-point number in (D101, D100) is divided by the
single-precision floating-point number in (D203, D202), and the quotient which is the
single-precision floating-point number is stored in (D401, D400).
 The single-precision floating-point number in (D401, D400) is multiplied by the
single-precision floating-point number in (D301, D300), and the product which is the
single-precision floating-point number is stored in (D21, D20).
 The single-precision floating-point number in (D21, D20) is converted into the decimal
floating-point number, and the conversion result is stored in (D31, D30).
 The single-precision floating-point number in (D21, D20) is converted into the binary
integer, and the conversion result is stored in (D41, D40).
(D10) (X0.0~X0.15)
K61.5
1
2
5
4
6
7
8
3
16-bit binary
number
four-digit
binary-coded
decimal number
(D21,D20)
(D200) BIN(D101,D100)
Single-precision
floating-point number
(D301,D300)
(D31,D30)
Decimal floating-point number
(D41,D40)
32-bit integer
(D203,D202)
(D401,D400)
Single-precision
floating-point number
Single-precision
floating-point number
Single-precision
floating-point number
Single-precision
floating-point number