Model Simplification for Energy and Comfort Simulation
May 11, 2026
chro.ali
5 min read

Model Simplification for Energy and Comfort Simulation

This paper evaluates the impact of model simplifications on thermal and visual comfort as well as energy performance in a residential building in a hot climate. A detailed model is simplified through four scenarios by reducing the number of thermal zones from separate spaces to a single-zone model. The results show that combining rooms with similar thermal features into one zone presents the optimal scenario, while the single-zone model gives the worst accuracy.

\## Model Simplification on Energy and Comfort Simulation Analysis for Residential Building Design in Hot and Arid Climate

Authors: Sara Elhadad, Chro Hama Radha, István Kistelegdi, Bálint Baranyai, and János Gyergyák

Journal: Energies

Year: 2020

Volume: 13

Article number: 1876

DOI: 10.3390/en13081876

Published: 12 April 2020

\### Keywords

Model simplifications, thermal and visual comfort, energy performance, IDA ICE, residential building.

\### Research focus

The study evaluates how simplifying a residential building energy model affects the accuracy of energy performance, thermal comfort, indoor air quality, visual comfort, modeling time, and simulation time.

The research focuses on a multifamily residential building in a hot and arid climate. The reference building is located in New Minia, Egypt. The simulation was carried out using IDA Indoor Climate and Energy.

\### Aim of the study

The main aim of the paper is to assess the impact of model simplifications through different scenarios, considering simulation time, modeling time, and the accuracy level of the derived results in both energy demand and thermal comfort in residential houses.

The study compares a detailed reference model with simplified models where the number of thermal zones is reduced step by step.

\### Case study building

The reference building is a residential building in New Minia, Egypt. It was built in 2005 and consists of nine apartments.

The ground floor includes one apartment and consists of a lounge, dining room, bathroom, and kitchen, with a total floor area of 180 m².

Each repeated floor includes two identical apartments, with a net floor area of 220 m². Every apartment includes a reception, master bedroom, two children rooms, bathroom, and kitchen.

\### Simulation methodology

The detailed base model treats each building space as a separate thermal zone. Four simplification scenarios were then tested by reducing the number of thermal zones.

The scenarios were:

BS

Base model. Each building space is modeled as a single zone.

Number of thermal zones: 64

S1

Floor by floor, all identically oriented spaces with the same function are merged into one zone with the same operation schedules, use, and other similar characteristics.

Number of thermal zones: 14

S2

The same oriented spaces with the same use for all of the four floors are combined into one thermal zone.

Number of thermal zones: 8

S3

All rooms on the same floor are merged into one thermal zone.

Number of thermal zones: 4

S4

The entire building is modeled as one single thermal zone.

Number of thermal zones: 1

\### Energy performance results

IDA ICE was used to simulate energy consumption and indoor comfort performance of the studied building for the base model and all simplification scenarios.

In the base model, cooling demand accounts for 67% of the total energy consumption, while heating demand accounts for 18%. Lighting, facility, equipment, tenant, and domestic hot water account for 15% of the total energy consumption.

Compared with the base model, the change in total energy consumption was:

S1: +5.8%

S2: +9.5%

S3: +7.1%

S4: +4.0%

Although S4 showed the smallest change in total energy consumption, it was not the most accurate scenario because the heating and cooling deviations balanced each other out.

\### Modeling time and calculation time

The detailed base model required 215 minutes of modeling time and 86 minutes of calculation time.

The simplified scenarios reduced both modeling and calculation time.

BS

Modeling time: 215 minutes

Calculation time: 86 minutes

S1

Modeling time: 45 minutes

Calculation time: 32 minutes

S2

Modeling time: 35 minutes

Calculation time: 14 minutes

S3

Modeling time: 22 minutes

Calculation time: 23 minutes

S4

Modeling time: 11 minutes

Calculation time: 5 minutes

The scenarios saved 79% to 95% of modeling time and 63% to 94% of calculation duration compared with the base model.

\### Thermal comfort assessment

Predicted Mean Vote, or PMV, was used as one of the main indices to assess thermal comfort in an occupied zone.

For the whole building, the annual hours of PMV Category B were:

BS: 7781 hours

S1: 6642 hours

S2: 7787 hours

S3: 6906 hours

S4: 7717 hours

The study found that, in general, a consistent calculated thermal comfort sensation was observed in each model, but larger simplifications produced greater deviations in specific zones.

\### Indoor air quality assessment

Carbon dioxide concentration was applied as an indicator of indoor air quality.

The study estimated the number of annual hours when the CO₂ concentration level was above 1000 ppm.

For the whole building, the annual hours with CO₂ concentration above 1000 ppm were:

BS: 2248 hours

S1: 2130 hours

S2: 2086 hours

S3: 2058 hours

S4: 2116 hours

The results showed that the distribution of CO₂ concentration had great inhomogeneity in the different sized thermal zones.

\### Daylight factor assessment

Daylighting was assessed as a visual comfort parameter.

The study focused on the Daylight Factor, or DF, which represents the illuminance performance of spaces under mixed sky circumstances.

The required value of DF for Minia city was calculated as 2.1%.

In the base model, 21.3% of the floor area was adequately daylighted.

Compared with the base model, the simplified scenarios produced different daylight performance values. The largest difference occurred in S4, where the single-zone simplification strongly affected daylight distribution.

\### Optimal simplification scenario

To determine the optimal scenario, the study considered

Share this article