Uses of Package pulse.problem.statements (PULsE 1.98 API)

Packages that use pulse.problem.statements
Package	Description
pulse.problem.laser	This package deals with discrete laser pulse representation and their various temporal shapes.
pulse.problem.schemes	This package deals with abstractions associated with finite differences in PULsE, including the definition of `Grid`s, which determine the partitioning rules for space and time variables.
pulse.problem.schemes.rte	Contains generic classes that act as a bridge between the specific implementation of radiative heat transfer and the heat problem solvers.
pulse.problem.schemes.rte.dom	Contains the implementation of the discrete ordinates method (DOM) for the solution of a anisotropic nonlinear radiative transfer equation.
pulse.problem.schemes.rte.exact	Contains classes for solving the radiative transfer equation in an absorbing-emitting medium (no scattering) using a semi-analytical approach.
pulse.problem.schemes.solvers	Contains various finite-difference solvers for the different problem statements available.
pulse.problem.statements	Introduces various problem statements for the heat conduction problem in the laser flash experiment.
pulse.problem.statements.model
pulse.tasks	Introduces the `SearchTask`, which is the main actor in `PULsE`, and the `TaskManager`, a high-level class which among other functions manages loading and executing `SearchTask`s.
pulse.ui.components	This package contains all custom Swing-based components of the graphical user interface of `PULsE` that are used to interact with all other entities, such as `PropertyHolder`s, etc.
pulse.ui.components.listeners

Classes in pulse.problem.statements used by pulse.problem.laser
Class	Description
ClassicalProblem2D	The complete problem statement for a fully two-dimensional problem, which includes side heat losses, a variable field of view and variable pulse-to-diameter ratio.
Problem	A `Problem` is an abstract class defining the general rules for handling heat conduction problems, and also providing access to the basic properties used in the calculation with one of the `DifferenceScheme`s.
Pulse	A `Pulse` stores the parameters of the laser pulse, but does not provide the calculation facilities.

Classes in pulse.problem.statements used by pulse.problem.schemes
Class	Description
ParticipatingMedium
Problem	A `Problem` is an abstract class defining the general rules for handling heat conduction problems, and also providing access to the basic properties used in the calculation with one of the `DifferenceScheme`s.

Classes in pulse.problem.statements used by pulse.problem.schemes.rte
Class Description

NonlinearProblem

ParticipatingMedium
Classes in pulse.problem.statements used by pulse.problem.schemes.rte.dom
Class Description

NonlinearProblem

ParticipatingMedium
Classes in pulse.problem.statements used by pulse.problem.schemes.rte.exact
Class Description

ParticipatingMedium

Classes in pulse.problem.statements used by pulse.problem.schemes.solvers
Class	Description
ClassicalProblem	The simplest problem statement supported in `PULsE`, which is formulated in the dimensionless form and with linearised boundary conditions.
ClassicalProblem2D	The complete problem statement for a fully two-dimensional problem, which includes side heat losses, a variable field of view and variable pulse-to-diameter ratio.
DiathermicMedium	The diathermic model is based on the following propositions: - A cylindrically shaped sample is completely transparent to thermal radiation; - The front~(laser-facing) and rear (detector-facing) sides of the sample are coated by a thin grey absorber; - The coatings are in perfect thermal contact with the bulk material; - The side surface is free from any coating.
NonlinearProblem
ParticipatingMedium
PenetrationProblem
Problem	A `Problem` is an abstract class defining the general rules for handling heat conduction problems, and also providing access to the basic properties used in the calculation with one of the `DifferenceScheme`s.
TwoTemperatureModel

Classes in pulse.problem.statements used by pulse.problem.statements
Class	Description
ClassicalProblem	The simplest problem statement supported in `PULsE`, which is formulated in the dimensionless form and with linearised boundary conditions.
DiathermicMedium	The diathermic model is based on the following propositions: - A cylindrically shaped sample is completely transparent to thermal radiation; - The front~(laser-facing) and rear (detector-facing) sides of the sample are coated by a thin grey absorber; - The coatings are in perfect thermal contact with the bulk material; - The side surface is free from any coating.
NonlinearProblem
ParticipatingMedium
PenetrationProblem
Problem	A `Problem` is an abstract class defining the general rules for handling heat conduction problems, and also providing access to the basic properties used in the calculation with one of the `DifferenceScheme`s.
ProblemComplexity
Pulse	A `Pulse` stores the parameters of the laser pulse, but does not provide the calculation facilities.
TwoTemperatureModel

Classes in pulse.problem.statements used by pulse.problem.statements.model
Class Description

Pulse2D

Classes in pulse.problem.statements used by pulse.tasks
Class	Description
Problem	A `Problem` is an abstract class defining the general rules for handling heat conduction problems, and also providing access to the basic properties used in the calculation with one of the `DifferenceScheme`s.

Classes in pulse.problem.statements used by pulse.ui.components
Class	Description
Problem	A `Problem` is an abstract class defining the general rules for handling heat conduction problems, and also providing access to the basic properties used in the calculation with one of the `DifferenceScheme`s.

Classes in pulse.problem.statements used by pulse.ui.components.listeners
Class	Description
Problem	A `Problem` is an abstract class defining the general rules for handling heat conduction problems, and also providing access to the basic properties used in the calculation with one of the `DifferenceScheme`s.