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https://github.com/QuantumLeaps/qpcpp.git
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149 lines
5.4 KiB
C++
149 lines
5.4 KiB
C++
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//////////////////////////////////////////////////////////////////////////////
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// Product: DPP example
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// Last Updated for Version: 4.2.00
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// Date of the Last Update: Jul 15, 2011
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//
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// Q u a n t u m L e a P s
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// ---------------------------
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// innovating embedded systems
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//
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// Copyright (C) 2002-2011 Quantum Leaps, LLC. All rights reserved.
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//
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// This software may be distributed and modified under the terms of the GNU
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// General Public License version 2 (GPL) as published by the Free Software
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// Foundation and appearing in the file GPL.TXT included in the packaging of
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// this file. Please note that GPL Section 2[b] requires that all works based
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// on this software must also be made publicly available under the terms of
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// the GPL ("Copyleft").
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//
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// Alternatively, this software may be distributed and modified under the
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// terms of Quantum Leaps commercial licenses, which expressly supersede
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// the GPL and are specifically designed for licensees interested in
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// retaining the proprietary status of their code.
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//
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// Contact information:
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// Quantum Leaps Web site: http://www.quantum-leaps.com
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// e-mail: info@quantum-leaps.com
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//////////////////////////////////////////////////////////////////////////////
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#include "qp_port.h"
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#include "dpp.h"
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#include "bsp.h"
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Q_DEFINE_THIS_FILE
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// Active object class -------------------------------------------------------
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class Table : public QActive {
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private:
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uint8_t m_fork[N_PHILO];
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uint8_t m_isHungry[N_PHILO];
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public:
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Table();
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private:
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static QState initial(Table *me, QEvent const *e);
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static QState serving(Table *me, QEvent const *e);
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};
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#define RIGHT(n_) ((uint8_t)(((n_) + (N_PHILO - 1)) % N_PHILO))
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#define LEFT(n_) ((uint8_t)(((n_) + 1) % N_PHILO))
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enum ForkState { FREE, USED };
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// Local objects -------------------------------------------------------------
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static Table l_table; // local Table object
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// Public-scope objects ------------------------------------------------------
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QActive * const AO_Table = &l_table; // "opaque" AO pointer
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//............................................................................
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Table::Table() : QActive((QStateHandler)&Table::initial) {
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uint8_t n;
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for (n = 0; n < N_PHILO; ++n) {
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m_fork[n] = FREE;
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m_isHungry[n] = 0;
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}
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}
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//............................................................................
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QState Table::initial(Table *me, QEvent const *) {
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QS_OBJ_DICTIONARY(&l_table);
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QS_FUN_DICTIONARY(&QHsm::top);
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QS_FUN_DICTIONARY(&Table::initial);
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QS_FUN_DICTIONARY(&Table::serving);
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QS_SIG_DICTIONARY(DONE_SIG, 0); // global signals
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QS_SIG_DICTIONARY(EAT_SIG, 0);
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QS_SIG_DICTIONARY(TERMINATE_SIG, 0);
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QS_SIG_DICTIONARY(HUNGRY_SIG, me); // signal just for Table
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me->subscribe(DONE_SIG);
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me->subscribe(TERMINATE_SIG);
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return Q_TRAN(&Table::serving);
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}
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//............................................................................
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QState Table::serving(Table *me, QEvent const *e) {
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uint8_t n, m;
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TableEvt *pe;
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switch (e->sig) {
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case HUNGRY_SIG: {
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n = ((TableEvt const *)e)->philoNum;
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// phil ID must be in range and he must be not hungry
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Q_ASSERT((n < N_PHILO) && (!me->m_isHungry[n]));
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BSP_displyPhilStat(n, "hungry ");
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m = LEFT(n);
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if ((me->m_fork[m] == FREE) && (me->m_fork[n] == FREE)) {
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me->m_fork[m] = me->m_fork[n] = USED;
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pe = Q_NEW(TableEvt, EAT_SIG);
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pe->philoNum = n;
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QF::PUBLISH(pe, me);
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BSP_displyPhilStat(n, "eating ");
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}
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else {
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me->m_isHungry[n] = 1;
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}
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return Q_HANDLED();
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}
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case DONE_SIG: {
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n = ((TableEvt const *)e)->philoNum;
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// phil ID must be in range and he must be not hungry
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Q_ASSERT((n < N_PHILO) && (!me->m_isHungry[n]));
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BSP_displyPhilStat(n, "thinking");
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m = LEFT(n);
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// both forks of Phil[n] must be used
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Q_ASSERT((me->m_fork[n] == USED) && (me->m_fork[m] == USED));
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me->m_fork[m] = me->m_fork[n] = FREE;
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m = RIGHT(n); // check the right neighbor
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if (me->m_isHungry[m] && (me->m_fork[m] == FREE)) {
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me->m_fork[n] = me->m_fork[m] = USED;
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me->m_isHungry[m] = 0;
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pe = Q_NEW(TableEvt, EAT_SIG);
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pe->philoNum = m;
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QF::PUBLISH(pe, me);
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BSP_displyPhilStat(m, "eating ");
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}
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m = LEFT(n); // check the left neighbor
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n = LEFT(m); // left fork of the left neighbor
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if (me->m_isHungry[m] && (me->m_fork[n] == FREE)) {
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me->m_fork[m] = me->m_fork[n] = USED;
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me->m_isHungry[m] = 0;
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pe = Q_NEW(TableEvt, EAT_SIG);
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pe->philoNum = m;
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QF::PUBLISH(pe, me);
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BSP_displyPhilStat(m, "eating ");
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}
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return Q_HANDLED();
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}
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case TERMINATE_SIG: {
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QF::stop();
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return Q_HANDLED();
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}
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}
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return Q_SUPER(&QHsm::top);
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}
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