Delta Electronics — 3.4.2 Applied Instructions (Sorted Alphabetically)

Chapter 3 Instruction Tables 3_ 3-47 Instruction code Pulse Classification API Function 16-bit 32-bit instruction 1905 EPOP –  Reading data into the index registers 1904 EPUSH –  Storing the contents of the index registers F 0105 – F-  Subtracting floating-point numbers S1-S2=D 0106 – F*  Multiplying floating-point numbers S1*S2=D 0107 – F/  Dividing floating-point numbers S1/S2=D 0104 – F+  Adding floating-point numbers S1+S2=D 1504 – FACOS  Arccosine of the floating-point number 0028 – FAND – S1<S2 0029 – FAND – S1 ≦S2 0025 – FAND – S1≠S2 0024 – FAND= – S1=S2 0026 – FAND> – S1>S2 0027 – FAND>= – S1 ≧S2 1503 – FASIN  Arcsine of a floating-point number 1505 – FATAN  Arctangent of a floating-point number 0212 – FBCD  Converting a binary floating-point number into a decimal floating-point number 0213 – FBIN  Converting a decimal floating-point number into a binary floating-point number 0056 – FCMP  Comparing floating-point numbers 1501 – FCOS  Cosine of a floating-point number 1507 – FCOSH  Hyperbolic cosine of a floating-point number 1510 – FDEG  Converting radians to degrees 1513 – FEXP  The exponent of a floating-point number 0022 – FLD – S1<S2 0023 – FLD – S1 ≦S2 0019 – FLD – S1≠S2 0018 – FLD= – S1=S2 0020 – FLD> – S1>S2 0021 – FLD>= – S1 ≧S2 1515 – FLN  Natural logarithm of a binary floating-point number 1514 – FLOG  Logarithm of a floating-point number 1224 – FMEAN  The mean of floating point numbers 0211 – FNEG  Reversing the sign of a floating-point number