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Dependents: Blynk_RBL_BLE_Nano Blynk_MicroBit Blynk_Serial Blynk_RBL_BLE_Nano
utility/BlynkFifo2.h
- Committer:
- vshymanskyy
- Date:
- 2016-05-07
- Revision:
- 0:58b20b438383
- Child:
- 9:7369ec77a3ea
File content as of revision 0:58b20b438383:
/**
* @file BlynkFifo.h
* @author Volodymyr Shymanskyy
* @license This project is released under the MIT License (MIT)
* @copyright Copyright (c) 2015 Volodymyr Shymanskyy
* @date Feb 2015
* @brief FIFO implementation
*
*/
#ifndef BlynkFifo_h
#define BlynkFifo_h
#include <utility/BlynkUtility.h>
template <class T, unsigned N>
class BlynkFifo
{
public:
BlynkFifo()
{
clear();
}
void clear()
{
_r = 0;
_w = 0;
}
~BlynkFifo(void)
{}
// writing thread/context API
//-------------------------------------------------------------
bool writeable(void)
{
return free() > 0;
}
int free(void)
{
int s = _r - _w;
if (s <= 0)
s += N;
return s - 1;
}
T put(const T& c)
{
int i = _w;
int j = i;
i = _inc(i);
while (i == _r) // = !writeable()
/* nothing / just wait */;
_b[j] = c;
_w = i;
return c;
}
int put(const T* p, int n, bool t = false)
{
int c = n;
while (c)
{
int f;
while ((f = free()) == 0) // wait for space
{
if (!t) return n - c; // no more space and not blocking
/* nothing / just wait */;
}
// check free space
if (c < f) f = c;
int w = _w;
int m = N - w;
// check wrap
if (f > m) f = m;
memcpy(&_b[w], p, f);
_w = _inc(w, f);
c -= f;
p += f;
}
return n - c;
}
// reading thread/context API
// --------------------------------------------------------
bool readable(void)
{
return (_r != _w);
}
size_t size(void)
{
int s = _w - _r;
if (s < 0)
s += N;
return s;
}
T get(void)
{
int r = _r;
while (r == _w) // = !readable()
/* nothing / just wait */;
T t = _b[r];
_r = _inc(r);
return t;
}
int get(T* p, int n, bool t = false)
{
int c = n;
while (c)
{
int f;
for (;;) // wait for data
{
f = size();
if (f) break; // free space
if (!t) return n - c; // no space and not blocking
/* nothing / just wait */;
}
// check available data
if (c < f) f = c;
int r = _r;
int m = N - r;
// check wrap
if (f > m) f = m;
memcpy(p, &_b[r], f);
_r = _inc(r, f);
c -= f;
p += f;
}
return n - c;
}
private:
inline int _inc(int i, int n = 1)
{
return (i + n) % N;
}
T _b[N];
volatile int _w;
volatile int _r;
};
#endif