3.3.1. Daytime Conditions
The control factors for doors and windows, as well as the number of occupants, have a significant impact on indoor CO2 levels. Most students spend more than four hours in the dormitory during the day and even longer on weekends. Furthermore, students have flexible control over the dormitory’s doors and windows during the daytime.
- (1)
Ventilation interval
After thorough ventilation in the dormitory, indoor CO
2 concentrations approach outdoor levels. However, when external factors such as outdoor temperature, humidity, or noise cause the temporary closure of doors and windows to prevent ventilation, there is a ventilation interval before indoor CO
2 concentrations exceed the permissible limit (1000 ppm). The change in indoor CO
2 concentrations when doors and windows are closed was simulated using CONTAM simulation software for various occupant counts. With an initial indoor CO
2 concentration of 600 ppm,
Figure 8 summarizes the time required for CO
2 concentrations to reach 1000 ppm under each condition. The ventilation intervals for various numbers of occupants (1 to 6 people) are 70 min, 35 min, 23 min, 17 min, 13 min, and 10 min. The ventilation interval decreases as the number of occupants decreases.
- (2)
Door and window opening control
Indoor CO
2 concentrations vary greatly due to the random number of occupants and control over doors and windows in the dormitory during the day. As a result, in order to control CO
2 concentrations, the final CO
2 concentration values after stabilization under typical conditions must be statistically analyzed. To eliminate other uncontrollable factors such as people moving and outdoor wind direction, numerical simulation methods are used. The outdoor wind speed is controlled at between 0 and 0.25 m/s, and an adequate ventilation time is considered essential for improving indoor air quality. Thus, in the simulation conditions, ventilation is continuous, and the ventilation time is equal to the simulation time.
Table 2 lists the variables and levels for the simulation conditions.
Using CONTAM, the above conditions were simulated in 72 scenarios, and the stable CO
2 concentrations for each condition were statistically analyzed, as shown in
Figure 9. Cross-ventilation (opening both doors and windows) significantly reduces CO
2 concentrations, with little effect of the number of occupants or window opening width. Cross-ventilation reduces CO
2 concentrations to less than 1000 ppm even with six people in the dormitory, when the window opening width is at least 15 cm. Larger window openings reduce CO
2 concentrations, but the effect diminishes as the window opening width increases. In closed-door conditions, increasing the window opening width from 5 cm to 25 cm has a significant impact on CO
2 concentrations. However, for cross-ventilation with both doors and windows open, except for increasing the window opening width from 5 cm to 10 cm, which results in a significant reduction in CO
2 concentration, increasing the window opening width has little effect. When the window opening width is equal to or greater than 30 cm, CO
2 concentrations under various occupant counts typically fall below 1000 ppm.
With fewer occupants, the CO2 concentration is lower; however, as the width of the window opening increases, the impact on CO2 concentration decreases. For a closed door, the effect on CO2 concentration becomes more pronounced as the window opening width increases from 5 cm to 20 cm, and further increasing the window opening width has a diminishing effect. Except for a notable reduction in CO2 concentration when the window opening width is 5 cm, the impact on other window opening widths is minimal.
Thus, our recommendations for improving indoor air quality during daytime conditions are as follows: Students in dormitories should open the doors for bilateral ventilation as much as possible to significantly reduce indoor CO
2 concentrations and improve indoor air freshness. When using bilateral ventilation with open doors, the window opening width should be no smaller than 10 cm. Furthermore, reasonably scheduling students’ time in the dormitory during the day, that is, staggering the time periods for individual students in the dormitory as much as possible to reduce the number of occupants, is a viable solution for improving indoor air quality without modifying dormitory hardware facilities. Moreover, while ensuring comfort, the window opening width should not be too small, especially when using single-sided ventilation. Increased the window opening width can significantly improve indoor air quality. When using single-sided ventilation, the window opening width should be no smaller than 30 cm.
Table 3 shows our significance analysis of various influencing factors discussed earlier, as well as the improvement measures corresponding to each dormitory condition. These measures can effectively improve indoor air quality, and the numbers indicate their priority order.
3.3.2. Nighttime Conditions
The nighttime covers a range of conditions. In the nighttime when people are sleeping and in the daytime when the room doors are closed, the number of people, the time of window opening, and the width of the window opening are all fixed and unchanged. At night, the number of occupants in the dormitory is fixed, the door is closed, and the weather outside is uncertain. To improve indoor air quality, the width of window openings may be controlled. To derive a more accurate window opening width, we simulated changes in the indoor CO
2 concentration under typical conditions and developed an empirical formula. To make the empirical formula more adaptable to different window sizes, we used the window opening area rather than window opening width, and the formula was then validated using experiments. To eliminate the influence of outdoor meteorological conditions, the wind speed was set to be static.
Table 4 lists the variables and levels for the simulated conditions.
A total of 36 conditions were taken into account when using CONTAM to simulate the conditions listed above. The CO
2 concentration after stabilization for each condition was statistically analyzed, and a linear fit was performed using the least-squares method, yielding the curve equation shown in Equation (1):
where
C represents the indoor CO
2 concentration at equilibrium in ppm;
N represents the number of occupants indoors; and
S represents the window opening area in m
2.
The correlation coefficient is 0.87. The static wind speed is fixed at a low value of between 0 and 0.25 m/s, so the formula only applies to low speeds at the window.
To experimentally validate the simulated empirical formula, the indoor CO
2 concentration was set to the permissible value of 1000 ppm. The number of occupants ranged from one to six, yielding six sets of window opening areas. These were then converted into window opening widths, and six sets of validation tests were carried out.
Table 5 details the specific experimental conditions.
Figure 10 depicts the experimental results, which show that if CO
2 concentrations remain below the starting point concentration for half an hour, the indoor environment has reached concentration equilibrium.
Figure 10 is mainly used to demonstrate the change in CO
2 concentration over time; since the process is dynamic, it is difficult to take multiple measurements at the same time point and under the same condition. In order to smooth the fluctuations and make the trend of the graph more obvious, each data point in the graph is taken as the average value within 10 min, rather than the value at the current time. The CO
2 concentration curves for all six scenarios are approximately 1000 ppm. In the scenario with four occupants, the CO
2 concentration slightly exceeds 1000 ppm but remains within the permissible limit. As a result, this empirical formula can be used to guide window opening strategies at night.
However, the formula may not provide universally applicable window opening widths due to the variability inherent in actual conditions. In order to maintain a CO
2 concentration below 1000 ppm for varying occupant counts, the window opening areas were computed via an empirical formula and subsequently multiplied by a safety factor of 1.2 to account for diverse circumstances. The findings are displayed in
Table 6.
Experiments were carried out in three different six-person dormitories to ensure that the window opening area was valid. A subjective survey of dormitory residents was also conducted to ensure that both air quality and thermal comfort were met simultaneously. Each dormitory tested the indoor CO
2 concentration for a variety of occupant counts, yielding stable results for a total of 18 experimental sets. The window opening width for each experimental set was adjusted in accordance with
Table 6. Following each experimental set, a subjective survey of the dormitory residents was conducted, which included assessments of thermal comfort and air quality. This experiment was conducted over six days, with one person in each of the three rooms on the first day, adjusting the area of the open windows and waiting until the indoor parameters stabilized and the personnel were surveyed; two people in each room on the second day; and so on. The subjective survey results for each experimental set are the average values reported by all participants in the experiment.
Table 7,
Table 8 and
Table 9 present the results of each experiment as well as the subjective survey.
Table 7 shows that the CO
2 concentrations in each room under different conditions are stable and less than 1000 ppm, indicating that the measured air quality meets the standards.
Table 8 shows that the subjective assessment of air freshness in different rooms for various occupancy levels is generally positive, with the majority of students believing the indoor air is relatively fresh, which is consistent with the measured findings.
Table 9 shows the subjective assessment of thermal comfort in different rooms at various occupancy levels. The closer the value of thermal comfort is to 0, the greater the proportion of people satisfied with the thermal environment. The average thermal comfort results for different occupancy levels in each room fall between −0.5 and +0.5, indicating that the majority of students are comfortable. In conclusion, the window opening area scheme shown in
Table 6 can be used as a reference for six-person dormitories at night.