Industrial

Educational

Scientific

Engineering questions

Sample problems

Examples gallery

Step-by-step tutorials

Verification examples

Programming examples

Distributive examples

Success stories

Customers

Main >> Applications >> Sample problems

ISO 10077-2:2012 Test case D.8 - Roller shutter box - QuickField simulation example

QuickField simulation of the test case "D.8. Roller shutter box" presented in ISO 10077-2:2012*

Engineering question

How to find roller shutter box thermal transmittance iso 10077 case d.8?

Answer
Set up a plane-parallel QuickField Steady-state Heat Transfer problem for a roller shutter box and evaluate thermal transmittance from computed field results.

More questions →

Typical applications
roller shutter boxes, shutter housing enclosures, window shutter assemblies

ISO 10077-2:2012. D.8. Roller shutter box

Download

Simulation problem

Problem Type
Plane-parallel problem of heat transfer.

Geometry
EN ISO 10211:2007 test case 8
total width b = 177 mm

Given
Thermal conductivity of insulation panel, λ1 = 0.035 W/K-m.
Thermal conductivity of PVC λ2 = 0.17 W/K-m.

Task
Calculate two-dimensional thermal conductance L2D in accordance with ISO 10077-2:2012*.
(Reference thermal conductance L2D = 0.181 W/(m*K) )

Solution
Air contact surface thermal resistance Rs is caused by convention mechanism of heat transfer (contrary to conductivity mechanism in case of two solid bodies in contact).
The convection coefficient value is reciprocal to the surface resistance value:
α20 = 1/0.13 W/(K·m²),
α0 = 1/0.04 W/(K·m²).

Thermal conductivities of air gaps are adjusted to include the convection and radiation heat transfers in real situation, and correlated with the actual temperatures on the gap contours according to the recommendation of ISO 10077-2:2012. Equivalent air gap conductivity calculations are automated in the accompanying Excel spreadsheet.

Results
Heat flux and temperature distribution in frame section profile:
EN ISO 10077:2012 D8 heat flux

Two-dimensional thermal conductance L2D = Heat flux per meter depth / Temperature difference = 3.64 / 20 = 0.182 W/(m*K).
Difference between the calculated and reference values is less than 3%. This simulation accuracy complies with the requirements of ISO 10077-2:2012.

Video

Related examples

* ISO 10077-2:2012 Thermal performance of windows, doors and shutters -- Calculation of thermal transmittance -- Part 2: Numerical method for frames.