def main():
for i in range(p.Runs):
from Models.Trias.Node import Node
p.NODES = []
for i in range(p.Nn):
p.NODES.append(Node(id=i, hashPower=100 / p.Nn))
clock = 0 # set clock to 0 at the start of the simulation
if p.hasTrans:
if p.Ttechnique == "Light":
LT.create_transactions() # generate pending transactions
elif p.Ttechnique == "Full":
FT.create_transactions() # generate pending transactions
Node.generate_gensis_block(
p.NODES) # generate the gensis block for all miners
BlockCommit.generate_initial_events(
) # initiate initial events >= 1 to start with
if p.attack:
Security.generate_initial_events()
while not Queue.isEmpty() and clock <= p.simTime:
next_event = Queue.pop_event()
clock = next_event.time # move clock to the time of the event
BlockCommit.handle_event(next_event)
Output.output_to_xlsx("data_v5.xlsx")
# Output.calculate()
Output.reset()
def main():
for i in range (p.Runs):
clock =0 # set clock to 0 at the start of the simulation
if p.hasTrans:
if p.Ttechnique == "Light": LT.create_transactions() # generate pending transactions
elif p.Ttechnique == "Full": FT.create_transactions() # generate pending transactions
Node.generate_gensis_block() # generate the gensis block for all miners
BlockCommit.generate_initial_events() # initiate initial events >= 1 to start with
while not Queue.isEmpty() and clock <= p.simTime:
next_event = Queue.get_next_event()
clock = next_event.time # move clock to the time of the event
BlockCommit.handle_event(next_event)
Queue.remove_event(next_event)
Consensus.fork_resolution() # apply the longest chain to resolve the forks
Incentives.distribute_rewards()# distribute the rewards between the particiapting nodes
Statistics.calculate() # calculate the simulation results (e.g., block statstics and miners' rewards)
########## reset all global variable before the next run #############
Statistics.reset() # reset all variables used to calculate the results
Node.resetState() # reset all the states (blockchains) for all nodes in the network
fname = os.getenv('OUTPUT', "(Allverify)1day_{0}M_{1}K".format(
p.Bsize/1000000, p.Tn/1000))+".xlsx"
Statistics.print_to_excel(fname) # print all the simulation results in an excel file
Statistics.reset2() # reset profit results
def main():
for i in range(p.Runs):
clock = 0 # set clock to 0 at the start of the simulation
if p.hasTrans:
if p.Ttechnique == "Light":
LT.create_transactions() # generate pending transactions
elif p.Ttechnique == "Full":
FT.create_transactions() # generate pending transactions
Node.generate_gensis_block(
) # generate the gensis block for all miners
# initiate initial events >= 1 to start with
BlockCommit.generate_initial_events()
while not Queue.isEmpty() and clock <= p.simTime:
next_event = Queue.get_next_event()
clock = next_event.time # move clock to the time of the event
BlockCommit.handle_event(next_event)
Queue.remove_event(next_event)
# for the AppendableBlock process transactions and
# optionally verify the model implementation
if p.model == 3:
BlockCommit.process_gateway_transaction_pools()
if i == 0 and p.VerifyImplemetation:
Verification.perform_checks()
Consensus.fork_resolution(
) # apply the longest chain to resolve the forks
# distribute the rewards between the particiapting nodes
Incentives.distribute_rewards()
# calculate the simulation results (e.g., block statstics and miners' rewards)
Statistics.calculate()
if p.model == 3:
Statistics.print_to_excel(i, True)
Statistics.reset()
else:
########## reset all global variable before the next run #############
Statistics.reset(
) # reset all variables used to calculate the results
Node.resetState(
) # reset all the states (blockchains) for all nodes in the network
fname = "(Allverify)1day_{0}M_{1}K.xlsx".format(
p.Bsize / 1000000, p.Tn / 1000)
# print all the simulation results in an excel file
Statistics.print_to_excel(fname)
fname = "(Allverify)1day_{0}M_{1}K.xlsx".format(
p.Bsize / 1000000, p.Tn / 1000)
# print all the simulation results in an excel file
Statistics.print_to_excel(fname)
Statistics.reset2() # reset profit results
def process_queue():
while not Queue.isEmpty():
next_event = Queue.get_next_event()
BlockCommit.handle_event(next_event)
Queue.remove_event(next_event)
def main():
for i in range(p.Runs):
print('-' * 10, f'Run: {i+1}', '-' * 10)
print(p.sim_type)
print('No. of Miners:', len(p.NODES))
hash_power = 0
# Giving every pool a reference to the nodes it contains. Also, update the total hashrate of a pool.
print('SOLO Nodes: ', end='')
for node in p.NODES:
hash_power += node.hashPower
if node.pool:
node.pool.nodes.append(node)
node.pool.hash_power += node.hashPower
else:
print(node.id, end=', ')
print()
print('Pools:')
for pool in p.POOLS:
print(' -', pool.id, pool.strategy, 'Fee Rate:', pool.fee_rate,
'Nodes:', [node.id for node in pool.nodes], 'Hash power:',
pool.hash_power)
print('Total hash power:', hash_power, '\n')
clock = 0 # set clock to 0 at the start of the simulation
if p.hasTrans:
if p.Ttechnique == "Light":
LT.create_transactions() # generate pending transactions
elif p.Ttechnique == "Full":
FT.create_transactions() # generate pending transactions
Node.generate_gensis_block(
) # generate the gensis block for all miners
# initiate initial events >= 1 to start with
BlockCommit.generate_initial_events()
while not Queue.isEmpty() and clock <= p.simTime:
next_event = Queue.get_next_event()
clock = next_event.time # move clock to the time of the event
BlockCommit.handle_event(next_event)
Queue.remove_event(next_event)
# for the AppendableBlock process transactions and
# optionally verify the model implementation
if p.model == 3:
BlockCommit.process_gateway_transaction_pools()
if i == 0 and p.VerifyImplemetation:
Verification.perform_checks()
Consensus.fork_resolution(
) # apply the longest chain to resolve the forks
# distribute the rewards between the particiapting nodes
Incentives.distribute_rewards()
# calculate the simulation results (e.g., block statstics and miners' rewards)
Statistics.calculate(i)
if p.model == 3:
Statistics.print_to_excel(i, True)
Statistics.reset()
else:
########## reset all global variable before the next run #############
Statistics.reset(
) # reset all variables used to calculate the results
Node.resetState(
) # reset all the states (blockchains) for all nodes in the network
Pool.resetState() # reset all pools in the network
# set file name for results
fname = f"{p.sim_type}_{int(p.simTime/(24*60*60))}days_{datetime.now()}.xlsx".replace(
':', '_')
# fname = f"(Allverify)1day_{p.Bsize/1000000}M_{p.Tn/1000}K-{i}-{datetime.now()}.xlsx".replace(':', '_')
# print all the simulation results in an excel file
Statistics.print_to_excel(fname)