2023
DOI: 10.1016/j.egyai.2023.100289
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Data-driven prediction of temperature variations in an open cathode proton exchange membrane fuel cell stack using Koopman operator

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Cited by 18 publications
(1 citation statement)
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“…m air (t)= ρ air * Q air (t) (10) where ρ air is the density of air in kg/m 3 at Standard Temperature and Pressure (STP) and Q air (t) is the volumetric air flow rate in m 3 /s. For an arbitrary fan rotational speed, Q air (t) is determined by [21] Q air (t)= w(t) Q nom w nom (11) where w(t) denotes the arbitrary fan speed in revolutions per minute (rpm), Q nom is the nominal volumetric flow rate of the fan in m 3 /s, and w nom is the nominal fan speed in rpm. Q nom and w nom are determined in a manner as described by [22].…”
Section: Air Flow Modelmentioning
confidence: 99%
“…m air (t)= ρ air * Q air (t) (10) where ρ air is the density of air in kg/m 3 at Standard Temperature and Pressure (STP) and Q air (t) is the volumetric air flow rate in m 3 /s. For an arbitrary fan rotational speed, Q air (t) is determined by [21] Q air (t)= w(t) Q nom w nom (11) where w(t) denotes the arbitrary fan speed in revolutions per minute (rpm), Q nom is the nominal volumetric flow rate of the fan in m 3 /s, and w nom is the nominal fan speed in rpm. Q nom and w nom are determined in a manner as described by [22].…”
Section: Air Flow Modelmentioning
confidence: 99%