observation labx.height#

Describes the entry labx.height at version 0.1.0, registered by mime_lab_fixture.Height.

At a glance#

observation labx.height, version 0.1.0, namespace labx
Nodes: HeightNode
Undocumented, so with no equations to link: HeightNode
Derivative: exact
Validity: none declared

What it models, and when not to use it#

No hand-written part: this entry’s source has not been written (the docs walk counts it).

Settings#

Setting	Type	Default	Dimension	Role	Default’s kind
`body`	`Any`	`null`	none	none declared	none: required
`rate`	`Quantity \| None`	`null`	none	numerical	convention
`up`	`tuple[float, float, float]`	`[0.0, 0.0, 1.0]`	none	design	convention

Each role and default’s kind is the entry’s setting_roles (mime.registry.SettingRole); a setting that declares none is required.

Each default is a claim (mime.registry.DefaultKind): a determined default is resolved in every profile, a convention taken in every profile, a numerical default taken in exploratory only and stamped pending. Their rules and bases:

rate (convention): the setting’s written default; an observation reads every base step unless the experiment chooses a slower rate
up (convention): the setting’s written default; a height is measured along +z unless given another direction

Roles, reads and deliveries#

Roles, bound by keyword when the entry is attached: body (body).

Reads:

Label	Reads
`position`	body `toy.body.position`

Nodes it builds#

HeightNode

Declared in builds; the node walk compares it with what a round-trip case builds.

Gradient status#

The derivative through this entry is exact, the derivative of what it computes.

Outputs#

What a run’s result reads by name, with its units (result[handle].<output>). A per-step output is a series, with its time axis, when the run records it (run(..., record=[handle.<output>])); an output at the end is reduced by the graph and always there, over its window. A window holds the steps whose end lies after its start and not after its end.

Output	When	Dimension	Unit	Shape	What it is	Reduced from
`height`	per step	length (m)	`m`	`()`	the body’s height along up, each step
`height_integral`	at the end	m s	`m s`	`()`	the height’s integral over the run	`height` by the rule `integral`, over every step of the run

Validity#

none declared

References#

none declared

Other declarations#

Class variable	Type	Value
`id_roles`	`ClassVar[tuple[str, ...] \| None]`	`null`
`moving`	`ClassVar[bool]`	`false`