Help converting VB code to C#

[Mattius]

Right, so i have a piece of code which converts an IEEE float (Number) in vb to a different representation of exponent and mantissa.

Im having great difficulty converting this to C# due to the way the code deals with bit masking of whole byte arrays. Anyone able to help?

      If (Number And &H80000000) = &H80000000 Then
         'negative
         'mask off the sign bit
         Number = (Number And &H7FFFFFFF)
         Mantissa = &HC000& - ((Number And &H7FFFFF) \ (2 ^ 9))
      Else
         Mantissa = &H4000& + ((Number And &H7FFFFF) \ (2 ^ 9))
      End If 
      'positive
      If Number = 0 Then
         ' zero is represented as Mantissa 0 and Exponent 128
         Mantissa = 0: Exponent = &H80& 
      Else 
         Exponent = (((Number \ (2 ^ 23)) - 126&) And &HFF&)
      End If

 

[Pho]

VB.NET presumably? Have you tried an online converter.

Lazy is the way forward .

 

[Mattius]

Nope this is VB6 and their doesnt seem to be a direct conversion for this type of bit masking of whole integers and singles.

 

[ZombieFan]

How about this...

        long number = 0x80000000;
        long mantissa;
        long exponent;

        if ((number & 0x80000000) == 0x80000000)
        {
            //negative
            //mask off the sign bit
            number = (number & 0x7FFFFFFF);
            mantissa = 0xC000 - ((number & 0x7FFFFF) / (2 ^ 9));
        }
        else
        {
            mantissa = 0x4000 + ((number & 0x7FFFFF) / (2 ^ 9));
        }
        //positive
        if (number == 0)
        {
            // zero is represented as Mantissa 0 and Exponent 128
            mantissa = 0;
            exponent = 0x80;
        }
        else
        {
            exponent = (((number / (2 ^ 23)) - 126) & 0xFF);
        }

 

[Mattius]

That looks good except if i use a number say 555.55

the VB gives back mantissa 16385 and exponent 130
the code above gives back mantissa 16434 and exponent 156

 

[Mattius]

ok so the whole point in the code is to convert a float to a mantissa and exponent

the code you did is good, but it only accepts a long (int) i need to do the same but to the float.

I think i have it, the numbers are not exact but i think thats due to the extra precission

        public void Marshall(float number)
        {
            long mantissa;
            long exponent;

            if (((byte)number & 0x80000000) == 0x80000000)
            {
                //negative
                //mask off the sign bit
                number = ((byte)number & 0x7FFFFFFF);
                mantissa = 0xC000 - (((byte)number & 0x7FFFFF) / (2 ^ 8));
            }
            else
            {
                mantissa = 0x4000 + (((byte)number & 0x7FFFFF) / (2 ^ 8));
            }
            //positive
            if (number == 0)
            {
                // zero is represented as Mantissa 0 and Exponent 128
                mantissa = 0;
                exponent = 0x80;
            }
            else
            {
                exponent = ((((byte)number / (2 ^ 22)) - 126) & 0xFF);
            }
            MessageBox.Show(mantissa + ":" + exponent);
        }

Anyone fancy helping reverse it?? :O

 

[xyphic]

I'd say there are a few issues here. First, you need to get the underlying representation of the float. Simply casting to a uint or long won't do the job. BitConverter will help there.

Second, the ^ operator in C# is not power, it's XOR. It's useful to know that dividing x by (2 ^ n) is equivalent to right-shifting an unsigned number n bits (i.e. x >> n). So you would end up with something like:

        public Tuple<uint, uint> Marshall(float number)
        {
            uint exponent, mantissa;

            // First, convert from underlying representation
            var rep = BitConverter.ToUInt32(BitConverter.GetBytes(number), 0);
            if ((rep & 0x80000000) == 0x80000000)
            {
                rep &= ~0x80000000;
                mantissa = 0xC000 - ((rep & 0x7FFFFF) >> 9);
            }
            else
            {
                mantissa = 0x4000 + ((rep & 0x7FFFFF) >> 9);
            }

            if (rep == 0)
            {
                mantissa = 0;
                exponent = 0x80;
            }
            else
            {
                exponent = (((rep >> 23) - 126) & 0xFF);
            }

            return new Tuple<uint, uint>(exponent, mantissa);
        }

To use:

var result = Test.Marshall(1.234f);
// exponent is result.Item1
// mantissa is result.Item2

It builds, but I don't know if it gives the "correct" answer. For the 555.55 case it returns (10, 17777).

 

[Mattius]

Sorry for the late reply, you sir are a legend.

Thanks for that i forgot about ^ in C#

I finally nailed it, both ways thanks to your code:

        //Floating Point from a Mantissa and Exponent
        public Single MarshallReverse(int Mant, int Exp)
        {
            long k;
            long m;
            long j;
            

            k = Mant;
            m = Exp;

            //Std representation of zero is mantissa 0 and exponent 128
            if (k == 0x0 && m == 0x80){ j = 0x0;}
            else if ((k & 0x8000) == 0x8000)
            {
                //its negative so mask off the negative bit
                j = ((0x10000 - k) & 0x3fff) << 9;
                j = j | 0x80000000 | (((m + 126) & 0xff) << 23);
            }
            else
            {
                j = (k & 0x3fff) << 9;
                j = j | (((m + 126) & 0xff) << 23);
            }
            byte[] ba = BitConverter.GetBytes(j);
            Single ans = BitConverter.ToSingle(ba, 0);
            return ans;
        }

        //Procedure to create a mantissa and exponent from a float
        public void Marshall(float number)
        {
            uint exponent, mantissa;

            // First, convert from underlying representation
            var rep = BitConverter.ToUInt32(BitConverter.GetBytes(number), 0);
            // If its negative
            if ((rep & 0x80000000) == 0x80000000)
            {
                rep &= ~0x80000000;
                //Subtract the sign and exponent and shift back 9 bits
                mantissa = 0xC000 - ((rep & 0x7FFFFF) >> 9);
            }
            else
            {
                //Subtract the exponent and shift back 9 bits
                mantissa = 0x4000 + ((rep & 0x7FFFFF) >> 9);
            }

            if (rep == 0)
            {
                //Std Representation of 0 is mantissa 0 exponent 128
                mantissa = 0;
                exponent = 0x80;
            }
            else
            {
                //Exponent is shifted 23 bits which clears them
                exponent = (((rep >> 23) - 126) & 0xFF);
            }

            textBox9.Text = mantissa.ToString();
            textBox10.Text = exponent.ToString();
        }