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Rittal SK – System Climate Control

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3.1<br />

Project planning<br />

General information<br />

Calculation bases for enclosure climate<br />

control<br />

In natural convection, heat loss is dissipated to the outside<br />

via the enclosure panels. The pre-requisite for this is that the<br />

ambient temperature must be lower than the temperature<br />

inside the enclosure. The maximum temperature increase<br />

(ΔT)max. which may occur inside an enclosure compared with<br />

the ambient air is calculated as follows:<br />

(ΔT)max. = Q. v<br />

k � A<br />

Note:<br />

If the heat loss inside the enclosure is not known, this basic<br />

formula can be used to calculate actual heat loss, by measuring<br />

the ambient temperature TU and the enclosure internal<br />

temperature TI:<br />

.<br />

Qv = A � k � ΔT (watts)<br />

Software <strong>Rittal</strong> Therm<br />

Make calculation even easier and faster by using our<br />

project planning software <strong>Rittal</strong> Therm,<br />

Model No. <strong>SK</strong> 3121.000.<br />

Interactive performance diagrams<br />

Interactive performance diagrams may be found on the Internet<br />

at www.rittal.com on the respective component data<br />

sheets in the “Product service” section, under the heading<br />

“Performance”.<br />

Enter your required interior temperature and the maximum<br />

exterior temperature in the relevant boxes, then click on “Calculate”.<br />

The heat loss that may be dissipated under these<br />

conditions will be displayed.<br />

.<br />

Qv = Heat loss installed in the enclosure [W]<br />

.<br />

Qs = Heat . emitted by the enclosure surface [W]<br />

Qs . > 0: Radiation (TI > TU)<br />

Qs < 0: Irradiation (TI < TU)<br />

.<br />

QK = Required cooling output of an enclosure cooling unit [W]<br />

.<br />

QH = Required thermal output of an enclosure heater [W]<br />

qw = Specific thermal output of a heat exchanger [W/K]<br />

V = Required volumetric air flow of a fan-and-filter unit to maintain<br />

the maximum permissible temperature difference<br />

between the extracted air and the emitted air [m3 /h]<br />

ΔT =TI <strong>–</strong> TU = Max. admissible temperature difference [K]<br />

A = Effective, heat loss-dissipating enclosure surface area to<br />

IEC 890 [m2 ]<br />

k = Heat transfer coefficient [W/m2K] for sheet steel k = 5.5 W/m2 .<br />

K<br />

26 <strong>Rittal</strong> <strong>System</strong> <strong>Climate</strong> <strong>Control</strong>

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