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Represent hybrid systems switching between dynamic modes.
A SwitchedSysDyn
represents a system with switching modes
that depend on both discrete:
A SwitchedSysDyn
object contains the fields:
disc_domain_size
: 2-tuple of numbers of modes type:
(n_env, n_sys)
env_labels
: (optional) labels for discrete environment
variables type: list of len(n_env) default: range(n_env)
disc_sys_labels
: (optional) labels for discrete system
variables type: list of len(n_sys) default: range(n_sys)
dynamics
: mapping mode 2-tuples to active dynamics:
(env_label, sys_label) -> PwaSysDyn type: dict default: If no env_label or sys_label passed, then default to int indices (i,j) L{PwaSysDyn}.
cts_ss
: continuous state space over which hybrid system
is defined. type: polytope.Region
time_semantics
: 'discrete' (if system is originally a
discrete-time system) or 'sampled' (if system is sampled from a
continuous-time system)
timestep
: A positive real number containing the timestep
(for sampled systems)
We assume that system and environment switching modes are independent of one another. (Use LTL statement to make it not so.)
LtiSysDyn, PwaSysDyn, polytope.Region
Instance Methods | |||
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Inherited from |
Class Methods | |||
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Properties | |
all_mode_combs Return all possible combinations of modes. |
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modes | |
env_labels | |
disc_sys_labels | |
Inherited from |
Method Details |
x.__init__(...) initializes x; see help(type(x)) for signature
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str(x)
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Property Details |
all_mode_combsReturn all possible combinations of modes.
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modes
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env_labels
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disc_sys_labels
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