Can anyone explain this bitwise operation syntax?
#define Bitset(var,bitno) ((var) |=1UL<<(bitno))
I know it sets the bits of var
, but I can't understand the syntax.
Let's break it down, piece by piece:
1UL
is an unsigned long int
with a value of 1 represented at the bit level as:
00000000000000000000000000000001
the <<
is a "bit shift" operator which will move all the bits in that value above to the left bitno
number of times. If it's 1UL<<5
, you'll end up with:
00000000000000000000000000100000
Once you have this value, the |=
(which is a bitwise OR operation with an assignment) will essentially force the bit of var
that's in line with that 1
to be a 1
and wont touch any other bits because (X | 0 = X
)
Lets say var
is 37
and bitno
is 7
. Then everything at the bit level will look like this:
00000000000000000000000000100101 // var
00000000000000000000000010000000 // 1UL<<7
00000000000000000000000010100101 // var | (1UL<<7)
Finally, in case it isn't clear, the #define
marks Bitset
as a function-like macro.
This is a macro. Whenever the preprocessor hits a statement like Bitset(var,bitno)
it faithfully replaces it with
var = var | 1UL << (bitno)
Further to explain this.
UL here means Unsigned Long.
Operator |
is used for bitwise OR
operation. so the variable var
is OR
ed with
1UL << bitno
and assigned back to var
Then during runtime or compile time depending on the nature of the program,
Say var
is 01000110
and bitno
is 5
then 1UL << 5 = 32
or 00100000
then
var = 01000110 | 00100000
ie var = 01100110
Say var=8, that is 0000 1000
in binary.
If you do
8 | 16
you will have 0000 1000 | 0001 0000
which will give you 0001 1000
, because the |
operator sets the bit if either bit is 1.
So you are applying the |
operator to your value and 1<<n
, that is to 0000 0001
shifted of n bits to the left.
For instance 1 << 3
is 0000 0001 << 2 = 0000 0100
.
In essence: doing Bitset(8,3)
will generate a mask with only the third bit set by doing 1 << 3
, getting 0000 0100
.
It will then "or" this mask to 8, giving: 0000 1000 | 0000 0100
, resulting in 0000 1100
, that is, you set the 3rd bit of 8.
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