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thermal_model.cc
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37 
39 
40 #include "base/statistics.hh"
41 #include "params/ThermalCapacitor.hh"
42 #include "params/ThermalReference.hh"
43 #include "params/ThermalResistor.hh"
44 #include "sim/clocked_object.hh"
45 #include "sim/linear_solver.hh"
47 #include "sim/sim_object.hh"
48 
53  : SimObject(p), _temperature(p->temperature), node(NULL)
54 {
55 }
56 
58 ThermalReferenceParams::create()
59 {
60  return new ThermalReference(this);
61 }
62 
63 void
65 {
67 }
68 
69 void
71 {
73 }
74 
77  double step) const {
78  // Just return an empty equation
79  return LinearEquation(nnodes);
80 }
81 
86  : SimObject(p), _resistance(p->resistance), node1(NULL), node2(NULL)
87 {
88 }
89 
91 ThermalResistorParams::create()
92 {
93  return new ThermalResistor(this);
94 }
95 
96 void
98 {
100 }
101 
102 void
104 {
106 }
107 
110  double step) const
111 {
112  // i[n] = (Vn2 - Vn1)/R
113  LinearEquation eq(nnodes);
114 
115  if (n != node1 && n != node2)
116  return eq;
117 
118  if (node1->isref)
119  eq[eq.cnt()] += -node1->temp / _resistance;
120  else
121  eq[node1->id] += -1.0f / _resistance;
122 
123  if (node2->isref)
124  eq[eq.cnt()] += node2->temp / _resistance;
125  else
126  eq[node2->id] += 1.0f / _resistance;
127 
128  // We've assumed n was node1, reverse if necessary
129  if (n == node2)
130  eq *= -1.0f;
131 
132  return eq;
133 }
134 
139  : SimObject(p), _capacitance(p->capacitance), node1(NULL), node2(NULL)
140 {
141 }
142 
144 ThermalCapacitorParams::create()
145 {
146  return new ThermalCapacitor(this);
147 }
148 
149 void
151 {
153 }
154 
155 void
157 {
159 }
160 
163  double step) const
164 {
165  // i(t) = C * d(Vn2 - Vn1)/dt
166  // i[n] = C/step * (Vn2 - Vn1 - Vn2[n-1] + Vn1[n-1])
167  LinearEquation eq(nnodes);
168 
169  if (n != node1 && n != node2)
170  return eq;
171 
172  eq[eq.cnt()] += _capacitance / step * (node1->temp - node2->temp);
173 
174  if (node1->isref)
175  eq[eq.cnt()] += _capacitance / step * (-node1->temp);
176  else
177  eq[node1->id] += -1.0f * _capacitance / step;
178 
179  if (node2->isref)
180  eq[eq.cnt()] += _capacitance / step * (node2->temp);
181  else
182  eq[node2->id] += 1.0f * _capacitance / step;
183 
184  // We've assumed n was node1, reverse if necessary
185  if (n == node2)
186  eq *= -1.0f;
187 
188  return eq;
189 }
190 
195  : ClockedObject(p), stepEvent([this]{ doStep(); }, name()), _step(p->step)
196 {
197 }
198 
199 ThermalModel *
200 ThermalModelParams::create()
201 {
202  return new ThermalModel(this);
203 }
204 
205 void
207 {
209 }
210 
211 void
213 {
215 }
216 
217 void
219 {
220  // Calculate new temperatures!
221  // For each node in the system, create the kirchhoff nodal equation
222  LinearSystem ls(eq_nodes.size());
223  for (unsigned i = 0; i < eq_nodes.size(); i++) {
224  auto n = eq_nodes[i];
225  LinearEquation node_equation (eq_nodes.size());
226  for (auto e : entities) {
227  LinearEquation eq = e->getEquation(n, eq_nodes.size(), _step);
228  node_equation = node_equation + eq;
229  }
230  ls[i] = node_equation;
231  }
232 
233  // Get temperatures for this iteration
234  std::vector <double> temps = ls.solve();
235  for (unsigned i = 0; i < eq_nodes.size(); i++)
236  eq_nodes[i]->temp = temps[i];
237 
238  // Schedule next computation
240 
241  // Notify everybody
242  for (auto dom : domains)
243  dom->emitUpdate();
244 }
245 
246 void
248 {
249  // Look for nodes connected to voltage references, these
250  // can be just set to the reference value (no nodal equation)
251  for (auto ref : references) {
252  ref->node->temp = ref->_temperature;
253  ref->node->isref = true;
254  }
255  // Setup the initial temperatures
256  for (auto dom : domains)
257  dom->getNode()->temp = dom->initialTemperature();
258 
259  // Create a list of unknown temperature nodes
260  for (auto n : nodes) {
261  bool found = false;
262  for (auto ref : references)
263  if (ref->node == n) {
264  found = true;
265  break;
266  }
267  if (!found)
268  eq_nodes.push_back(n);
269  }
270 
271  // Assign each node an ID
272  for (unsigned i = 0; i < eq_nodes.size(); i++)
273  eq_nodes[i]->id = i;
274 
275  // Schedule first thermal update
277 }
278 
280  domains.push_back(d);
281  entities.push_back(d);
282 }
284  references.push_back(r);
285  entities.push_back(r);
286 }
288  capacitors.push_back(c);
289  entities.push_back(c);
290 }
292  resistors.push_back(r);
293  entities.push_back(r);
294 }
295 
296 double ThermalModel::getTemp() const {
297  // Just pick the highest temperature
298  double temp = 0;
299  for (auto & n : eq_nodes)
300  temp = std::max(temp, n->temp);
301  return temp;
302 }
LinearEquation getEquation(ThermalNode *tn, unsigned n, double step) const override
void unserialize(CheckpointIn &cp) override
Unserialize an object.
ThermalReference(const Params *p)
ThermalReference.
Bitfield< 29 > eq
Definition: miscregs.hh:48
void addReference(ThermalReference *r)
ThermalResistorParams Params
void addDomain(ThermalDomain *d)
void serialize(CheckpointOut &cp) const override
Serialize an object.
Bitfield< 7 > i
ThermalCapacitorParams Params
ClockedObjectParams Params
Parameters of ClockedObject.
ThermalNode * node2
void unserialize(CheckpointIn &cp) override
Unserialize an object.
void unserialize(CheckpointIn &cp) override
Unserialize an object.
void serialize(CheckpointOut &cp) const override
Serialize an object.
LinearEquation getEquation(ThermalNode *tn, unsigned n, double step) const override
Definition: cprintf.cc:40
Declaration of Statistics objects.
ThermalModel(const Params *p)
ThermalModel.
Bitfield< 31 > n
#define UNSERIALIZE_SCALAR(scalar)
Definition: serialize.hh:770
ThermalNode * node1
Tick curTick()
The current simulated tick.
Definition: core.hh:44
A ThermalCapacitor is used to model a thermal capacitance between two thermal domains.
void unserialize(CheckpointIn &cp) override
Unserialize an object.
The ClockedObject class extends the SimObject with a clock and accessor functions to relate ticks to ...
std::vector< ThermalNode * > eq_nodes
Bitfield< 9 > d
double getTemp() const
ClockedObject declaration and implementation.
ThermalNode * node2
A ThermalDomain is used to group objects under that operate under the same temperature.
std::vector< ThermalNode * > nodes
std::vector< ThermalDomain * > domains
LinearEquation getEquation(ThermalNode *tn, unsigned n, double step) const override
void schedule(Event &event, Tick when)
Definition: eventq.hh:998
ThermalNode * node1
void serialize(CheckpointOut &cp) const override
Serialize an object.
#define SERIALIZE_SCALAR(scalar)
Definition: serialize.hh:763
Tick s
second
Definition: core.cc:62
Bitfield< 9 > e
EventFunctionWrapper stepEvent
Stepping event to update the model values.
A ThermalNode is used to connect thermal entities, such as resistors, capacitors, references and doma...
Definition: thermal_node.hh:50
virtual const std::string name() const
Definition: sim_object.hh:128
void addResistor(ThermalResistor *r)
Bitfield< 29 > c
std::vector< ThermalReference * > references
std::ostream CheckpointOut
Definition: serialize.hh:63
A ThermalReference is a thermal domain with fixed temperature.
std::vector< ThermalResistor * > resistors
This class describes a linear equation with constant coefficients.
void addCapacitor(ThermalCapacitor *c)
ThermalCapacitor(const Params *p)
ThermalCapacitor.
double _step
Step in seconds for thermal updates.
A ThermalResistor is used to model a thermal resistance between two thermal domains.
void startup() override
startup() is the final initialization call before simulation.
void serialize(CheckpointOut &cp) const override
Serialize an object.
std::vector< ThermalEntity * > entities
Bitfield< 0 > p
Abstract superclass for simulation objects.
Definition: sim_object.hh:92
unsigned cnt() const
std::vector< ThermalCapacitor * > capacitors
ThermalReferenceParams Params
ThermalResistor(const Params *p)
ThermalResistor.

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