inline monitoring process

IRI: https://spec.industrialontologies.org/ontology/construct/InlineMonitoringProcess

Defined In: https://spec.industrialontologies.org/ontology/biopharma/BiopharmaMonitoringAndControl/

SubClass Of: monitoring process

Class Hierarchy

owl:Thing β€Ί bfo:entity β€Ί bfo:occurrent β€Ί bfo:process β€Ί planned process β€Ί monitoring process β€Ί inline monitoring process

Definition

monitoring process consisting of one or more measurement processes that use sensors or probes integrated with the process equipment to measure an attribute without material removal or diversion before measurement

Explanatory Notes

1) In-line monitoring measures an attribute without removing or diverting material. 2) Sensors or probes may be located within equipment, mounted directly in a process stream, or otherwise integrated with equipment used in the associated planned process. 3) In-line monitoring may be continuous, periodic, or event-triggered. The distinction concerns the measurement arrangement and absence of a preceding material sampling process.

Examples

  • Monitoring the evolution of pH and dissolved oxygen in a bioreactor through continuously operating in-situ probes during a cell culture run

Adapted From

  • https://www.hamiltoncompany.com/knowledge-base/article/bioprocess-monitoring-and-control?srsltid=AfmBOopxhhPv6WbMS7X9JSrLqEcmh6O53_Ap2y2HugM4ZBwyhECSjEa-

Primitive Class

This class is declared primitive and it does not have necessary and sufficient condiftions defined.

Primitive Rationale

There are insufficient constructs to create a set of necessary and sufficient conditions

Formal Axioms

First-Order Logic Axioms

InlineMonitoringProcess(x) β†’ MonitoringProcess(x) ∧ βˆƒm (MeasurementProcess(m) ∧ hasOccurrentPart(x, m)) ∧ Β¬βˆƒs (MaterialSamplingProcess(s) ∧ hasOccurrentPart(x, s))

Semi-Formal Natural Language Axioms

if x is an β€˜inline monitoring process’ then x is a β€˜monitoring process’ that β€˜has occurrent part’ some β€˜measurement process’ and no β€˜material sampling process’ is an β€˜occurrent part of’ x

Description Logic


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