projet crepp_git/crepp-projects/my-sensors · branche main
TinyGsmFifo.h Voir sur GitLab
#ifndef TinyGsmFifo_h
#define TinyGsmFifo_h

template <class T, unsigned N>

class TinyGsmFifo
{
public:

	TinyGsmFifo()
	{
		clear();
	}

	void clear()
	{
		_r = 0;
		_w = 0;
	}

	// 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;
	}

	bool put(const T& c)
	{
		int i = _w;
		int j = i;
		i = _inc(i);
		if (i == _r) { // !writeable()
			return false;
		}
		_b[j] = c;
		_w = i;
		return true;
	}

	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;
	}

	bool get(T* p)
	{
		int r = _r;
		if (r == _w) { // !readable()
			return false;
		}
		*p = _b[r];
		_r = _inc(r);
		return true;
	}

	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:
	int _inc(int i, int n = 1)
	{
		return (i + n) % N;
	}

	T    _b[N];
	int  _w;
	int  _r;
};

#endif