Original scientific papers

Safety in residential buildings: Evacuation from residential buildings without fire escape stairs

Пожарная безопасность жилых зданий - эвакуация изжилых зданий без пожарной лестницы

Безбедност у стамбеним зградама ‒ евакуацијастамбене зграде без пожарних степеница

Radoje B. Jevtić
Secondary School of Electrical Engineering “Nikola Tesla“, Niš, Serbia

Safety in residential buildings: Evacuation from residential buildings without fire escape stairs

Vojnotehnicki glasnik/Military Technical Courier, vol. 69, no. 1, pp. 148-178, 2021

University of Defence

http://www.vtg.mod.gov.rs/copyright-notice-and-self-archiving-policy.html

Received: 28 August 2020

Revised document received: 02 November 2020

Accepted: 04 November 2020

Abstract: Introduction/purpose: Safety in high residential buildings presents a very important and always actual task. In case of some unforeseen and dangerous occurrences, their residents must be evacuated. Fire, earthquakes, and terrorism are only some of such situations. The speed of evacuation from high residential buildings depends on many different factors. A particularly difficult and complex evacuation task concerns buildings without fire escape stairs.

Methods: The modeling method was used in this paper. Based on a real object – a residential building, an appropriate simulation model was realized in appropriate simulation software.

Results: The results of this paper have shown that, out of four scenarios, the fastest evacuation was for the evacuation speed of 1.75 m/s. The first two scenarios did not report any jams, unlike the third and fourth scenario; in the third scenario, the occupants' speeds were 0.75 m/s and 1.25 m/s while in the fourth scenario, the simulated occupants' speeds were from 0.75 m/s to 1.75 m/s.

Conclusion:The usage of appropriate simulation software enables fast, precise, safe and cheаp calculation of evacuation times and it can significantly improve evacuation procedures and evacuation strategies.

Keywords: evacuation, building, human, simulation.

Pезюме: Введение/цель: Безопасность в высотных жилых зданиях является очень важной и всегда актуальной задачей. В случае возникновения непредвиденных и опасных происшествий, жильцов необходимо эвакуировать. Пожары, землетрясения и терроризм − лишь некоторые из таких ситуаций. Скорость эвакуации из высотных жилых зданий зависит от множества различных факторов. Эвакуация во многом усложняется, если в зданиях нет пожарных лестниц.

Методы: В данной статье применялся метод моделирования. На основе реального объекта − жилого здания была создана соответствующая имитационная модель с помощью соответствующей имитационной программы.

Результаты: Результаты исследования показали, что из четырех сценариев наиболее быстрая эвакуация была при скорости жильцов 1,75 м / с. В первых двух сценариях не было выявлено ни одного затора, в отличие от третьего и четвертого сценариев; в третьем сценарии скорости жильцов составляли 0,75 м / с и 1,25 м / с, а в четвертом сценарии смоделированные скорости жильцов составляли от 0,75 м / с до 1,75 м / с.

Выводы: Применение соответствующего программного обеспечения для моделирования позволяет быстро, точно, безопасно и дешево рассчитать время эвакуации и может значительно улучшить процесс и стратегию эвакуации.

Ключевые слова: эвакуация, здание, люди, моделирование.

Abstract: Увод/циљ: Безбедност у високим стамбеним зградама представља веома важан задатак. У случају неке непредвиђене и опасне појаве, станари тих зграда морају бити евакуисани. Пожар, земљотрес и терористичке акције само су неке од таквих ситуација. Брзина евакуације из високе стамбене зграде зависи од много различитих фактора. Задатак евакуације је посебно тежак и компликован уколико зграда нема пожарне степенице.

Методе: У овом раду коришћена је метода моделовања. На основу реалног објекта ‒ стамбене зграде, реализован је одговарајући симулациони модел у одговарајућем симулационом софтверу.

Резултати: Резултати овог рада показали су да је најбржа евакуација остварена за сваки од четири сценарија при брзини станара од 1,75 m/s, с тим да за прва два сценарија нису забележени застоји, али су за трећи и четврти сценарио застоји уочени.Наиме, у трећем сценарију до застоја је дошло при брзини станара од 0,75 m/s и 1,25 m/s, а у четвртом сценарију за све симулиране брзине станара од 0,75 m/s до 1,75 m/s.

Закључак: Употреба одговарајућег симулационог софтвера омогућава брзо, прецизно, безбедно и јефтино израчунавање евакуационих времена и може знатно побољшати евакуационе процедуре и евакуациону стратегију.

Keywords: евакуација, зграда, станари, симулација.

Introduction

An evacuation presents the most important measurement for population protection. This measurement generally comprises a planned and organized relocation of humans, animals, material properties, state authorities etc., from an endangered area to a safe area. Depending on a vulnerability degree and current damage, evacuation can be temporary or permanent. The reasons for evacuation can be different: fire, earthquake, floods, terrorism, nuclear disaster, tsunami, whirlwind, etc. Namely, it is important to note that there are differences between evacuation, displacement, and relocation of population.

Residential buildings present specific objects for evacuation, mostly because of a huge number of residents of different age. Besides this important factor, there are also other factors such as building construction and location, possibilities for fire fighters to approach the site, presence or absence of evacuation stairs, presence or absence of an escape rescue system, behavior of residents under stress, etc. For example, in the United States, in the period from 2007 to 2011, fire units had 15400 interventions because of fire in high buildings. These fires caused 46 victims, 530 civil injuries and more than 200 million dollars of damage, on the year level. It is interesting to note that 45 % of all fires were caused in apartments; 3 % of all fires were caused in hotels; 2 % of all fires were caused in offices, and 1 % of all fires was caused in elderly care objects (Mumović, 2019).

One very important event related to safety evacuation in high buildings was, unfortunately, the terrorist’s attacks on the World Trade Centre in New York, on 11 September 2001. According to analyses, the evacuations of 87 % of all occupants were realized in less than two hours. However, evacuation times were pretty different and complex to explain. Because of that reason, many different experts agreed that safety in high buildings would be much improved with a better understanding and analysis of human behavior in panic and stress situations. In addition, several very important factors influenced occupant behavior in general. Taking into account demographic characteristics, it was noted that 58 % of all occupants were male with an average age of 44; 90 % of all occupants were well educated, 56 % of all occupants lived outside New York while 32 % of all occupants lived in the neighborhood. Health and injury status of occupants were also important - it was noted that 23 % of all occupants reported some medical problem. Familiarity with the building and installed fire safety measurements were very poor - it was confirmed that only 20 % of all occupants were introduced with proper actions after the alarm sounded (Gershon et al, 2011).

Regardless of building construction characteristics, evacuation from residential buildings can be realized in several ways: first, by stairs, and then by elevators or their combinations. Modern residential buildings built in recent times have several new and modern ways for evacuation, such as special security equipment, transport helicopters or some new construction solutions (connections between buildings or similar). In many cases, evacuation by stairs presents the only possible way for evacuation. Many high buildings have standard staircases and emergency stairs, many not. The realization of staircases demands detailed research about many factors, such as the position of the staircase, the material the stairs are made of, the staircase dimensions (width, riser and tread dimensions), stairs fire resistance, etc. (Pauls, 2005).

Although in the last twenty years fire protection systems and evacuation systems have significantly improved, accidents in high residential buildings have occurred. As an example, fires in residential buildings are presented in Figure 1 (a and b).

Huge fire in a residential building in Sao Paolo, Brazil, in 2018 (a) and a huge fire in the residential building Grenfell Tower in London, UK, in 2017 (b)
Figure 1
Huge fire in a residential building in Sao Paolo, Brazil, in 2018 (a) and a huge fire in the residential building Grenfell Tower in London, UK, in 2017 (b)
(a) (Fos Media, 2018); (b) (Hartley-Parkinson, 2019)

The usage of elevators for evacuation is questionable for many different reasons: the lack of power supply, collapse capabilities, the possibilities of dangerous gases penetration (especially carbon monoxide (CO)), the lack of space, etc. Because of the noted reasons, many different evacuation approaches do not recommend elevators usage for evacuation (Glavinić & Rasković, 2016).

The occupant behavior under stress and panic presents a very complex factor hard to define and predict. It is almost impossible to predict occupants' behavior in stress situations, no matter how educated or familiar with safety precautions they are. Occupants are, in normal conditions, aware and ready to find the best options, even in the cases when they should aid someone (help someone with disabilities, help children, etc.). However, are they able to do all this in the presence of smoke, flame, heat, crashes, explosions or other stress situations? A different age of occupants is also important and brings new moments of complexity and unpredictability (Ronchi & Nilsson, 2013), (Jevtić, 2016).

It is obvious that successful evacuation in an accident, especially from a complex object such as a residential building, must be realized in the early stage of the accident. Of course, it implies the timely detection of an accident or a disaster. Because of that, it is important to predict, as closely as possible, all potential evacuation scenarios and situations. One of the best ways to predict evacuation situations and calculate time needed for evacuation is the usage of simulation software. The usage of simulation software and the analysis of potential evacuation scenarios for different evacuation factors present a new, effective, safe, and “all in“ approach in building architecture. Powerful computers enable detailed analyses of evacuation by simulation and prediction of almost all potential scenarios. The given facts show that this topic has a great importance, primarily in the protection of human lives. On the other hand, a timely and well-planned evacuation enables a fast evacuation of occupants and a fast approach of fire fighters, which can significantly decrease damage to material properties. This paper was written to show the prediction of evacuation scenarios and the calculation of evacuation times in the case of a building without emergency stairs, using adequate simulation software.

Pathfinder simulation software

A successful and safely realized evacuation as well as saving lives and material properties can be significantly improved by using simulation software. The reasons for simulation software usage lie in the fact that such usage is, above all, safe and economically cost-effective. In addition, it has potentials to predict many different evacuation scenarios and calculations of evacuation times. There is a number of simulation software for evacuation on the market. One of them is Pathfinder. This simulation software is based on human movement. Until today, several different versions of this program have been developed. This powerful simulator enables a graphical user interface for simulation design and execution. It is possible to simulate human movements through objects, in elevators, on stairs, etc. The Pathfinder environment presents a 3D triangulated mesh designed to match the real dimensions of a building model. This software can support two different simulation ways: the steering mode and the SFPE mode. In addition, this software has a very important ability to import files from different programs such as FDS, 3D Cad and PyroSim, what enables much faster drawing of a simulation model and the usage of the existent simulation models with minor remakes. The Pathfinder version used for this paper was 2020 version (Thunderhead, 2014).

Simulation model

The object simulated in this paper was the building in the Bulevar Nemanjića Street, with numbers from 58 to 64. This object actually presents four buildings connected in one. The object has four exits/entrances without emergency stairs. The main advantage of such objects is in their great stability in case of earthquakes. Every building has the basement, the ground floor, ten floors and a roof terrace. The buildings are connected via terraces. The connected terraces serve for evacuation in case that residents cannot get out through the entrance/exit.

Every building, taken separately, has two elevators, vault rooms, a loft and four flats on every floor started from the ground floor to the tenth floor. This means that every building, taken separately, has forty-four flats, i.e. there are one hundred and seventy six flats in total. There are two different flat types per floor, one with an approximate surface of 66 m2 and one with an approximate surface of 50 m2. Every building separately has two different elevators: one with a total capacity of four persons and one with a total capacity of six persons. The elevators have different speeds. These speeds were measured, and, for a smaller elevator type, the speed was 1. 1 m/s, while the speed of a bigger elevator was 0.92 m/s. The maximum distance between the floors is approximately 2. 6 m, which means that the total height of the object is approximately 36-38 m (measured from the ground to the elevator machine room on the top of the building). Related to this object, a proper simulation model with all its real dimensions was constructed in Pathfinder software.

The positions of the residents were per floors and in flats, based on the resident lists. Because of visibility, the HIDE function from Pathfinder was used. This means that only some elements were visible, such as stairs, doors, elevators, etc. The total number of residents was 699, which was confirmed from the resident lists for every of four buildings separately (179 residents in the entrance/exit with number 58, 168 residents in the entrance/exit with number 60, 169 residents in the entrance/exit with number 62, and 183 residents in the entrance/exit with number 64).

After the construction of the simulation model, it was decided to simulate four different scenarios. The first simulation scenario included all entrances/exits opened, with enabled and disabled elevators. The second simulation scenario included one entrance/exit blocked while other three entrances/exits were open (all potential 9 cases), with enabled and disabled elevators. The third simulation scenario included two entrances/exits blocked while other two entrances/exits were open (all potential 12 cases), with enabled and disabled elevators. The fourth simulation scenario was based on three entrances/exits blocked while one entrance/exit was open (all potential 8 cases), with enabled and disabled elevators. Each of four scenarios was realized for different speeds of occupants: 0.75 m/s, 1 m/s, 1.25 m/s, and 1.5 m/s and 1.75 m/s (Jevtić, 2018), (Jevtić, 2019a).

The residential building in Bulevar Nemanjića Street, from 58 to 64, Niš, is presented in Figure 2 (a), while the appropriate Pathfinder simulation model of the residential building in Bulevar Nemanjića Street is presented in Figure 2 (b).

Simulation results

The complete simulation results are presented from Table 1 to Table 30. The simulation results for the first scenario are presented in Tables 1 and 2. The simulation results for the second scenario are presented in Tables from 3 to 10. The simulation results for the third scenario are presented in Tables from 11 to 22. The simulation results for the fourth scenario are presented in Tables from 23 to 30. All simulations of the evacuation were realized on a laptop Honor MagicBook 15 with AMD Ryzen 5 3500U processor at 3.7 GHz and 6 MB of CASH memory and 8 GB DDR4 2667 MHz. It is desirable to possess a strong hardware configuration for any kind of computer simulation.

Building in Bulevar Nemanjića Street, from 58 to 64 (a) and the Pathfinder simulation model of the residential building in Bulevar Nemanjića Street (b)
Figure 2
Building in Bulevar Nemanjića Street, from 58 to 64 (a) and the Pathfinder simulation model of the residential building in Bulevar Nemanjića Street (b)

Table 1
Simulation results in seconds for the first scenario, with elevators enabled and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0133183230286332365
Time for speed of occupants 1 m/s0105.7141.6183.4221256293
Time for speed of occupants 1.25 m/s084127159197234256
Time for speed of occupants 1.5 m/s072.2105.8148176209236
Time for speed of occupants 1.75 m/s05079123140180209

Table 2
Simulation results in seconds for the first scenario, with elevators disabled and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0145203255313351442
Time for speed of occupants 1 m/s0123177.6219.4257292334
Time for speed of occupants 1.25 m/s0113156188226263288
Time for speed of occupants 1.5 m/s095.2128.8171199232267.6
Time for speed of occupants 1.75 m/s07488.7133150187232

Table 3
Simulation results in seconds for the second scenario, with elevators enabled and the first entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0190225291398562796
Time for speed of occupants 1 m/s0160195254342501627
Time for speed of occupants 1.25 m/s0134165231311472554
Time for speed of occupants 1.5 m/s0118136201284420499
Time for speed of occupants 1.75 m/s0100120172235367434

Table 4
Simulation results in seconds for the second scenario, with elevators enabled and the second entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0184213275380546772
Time for speed of occupants 1 m/s0155184239320487600
Time for speed of occupants 1.25 m/s0128155218295455530
Time for speed of occupants 1.5 m/s0113126190266406468
Time for speed of occupants 1.75 m/s095110166.4221351422

Table 5
Table 5 – Simulation results in seconds for the second scenario, with elevators enabled and the third entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0199225290397566789
Time for speed of occupants 1 m/s0167199253336506615
Time for speed of occupants 1.25 m/s0136174234311475543
Time for speed of occupants 1.5 m/s0122150202280422480
Time for speed of occupants 1.75m/s0104132180235369432

Table 6
Simulation results in seconds for the second scenario, with elevators enabled and the fourth entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0210239306415588811
Time for speed of occupants 1 m/s0178213269354526639
Time for speed of occupants 1.25 m/s0147185250330496566
Time for speed of occupants 1.5 m/s0135164217297444503
Time for speed of occupants 1.75 m/s0116144194253390457

Table 7
Table 7 – Simulation results in seconds for the second scenario, with elevators disabled and the first entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0270306372480642873
Time for speed of occupants 1 m/s0240278337420582700
Time for speed of occupants 1.25 m/s0215248315390553634.9
Time for speed of occupants 1.5 m/s0199217281.3363499579.5
Time for speed of occupants 1.75 m/s0181200250313447515

Table 8
Simulation results in seconds for the second scenario, with elevators disabled and the second entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0220250313.6418.4580812
Time for speed of occupants 1 m/s0193.4223280.9361.6528.2642
Time for speed of occupants 1.25 m/s0162192260330493569
Time for speed of occupants 1.5 m/s0152168229.5302443525
Time for speed of occupants 1.75 m/s0133.7149205.3260390.4460

Table 9
Simulation results in seconds for the second scenario, with elevators disabled and the third entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0264.4295357.4462620856
Time for speed of occupants 1 m/s0237.6267.6324.4402567684
Time for speed of occupants 1.25 m/s0206.6237.6303370.4537613
Time for speed of occupants 1.5 m/s0197.4224.6276.4345481569
Time for speed of occupants 1.75 m/s0149198.5248.6305434503.5

Table 10
Simulation results in seconds for the second scenario, with elevators disabled and the fourth entrance/exit blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0292330393494657893
Time for speed of occupants 1 m/s0274304361439603720.2
Time for speed of occupants 1.25 m/s0243273340405.3573.5649
Time for speed of occupants 1.5 m/s0214258314.4382525.6606
Time for speed of occupants 1.75 m/s0195234284.4341471.5541.5

Table 11
Simulation results in seconds for the third scenario, with elevators enabled and the first and the second entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0314357416517679915
Time for speed of occupants 1 m/s0296325384460624742
Time for speed of occupants 1.25 m/s0264294.6360.9426.7595.2671
Time for speed of occupants 1.5 m/s0235.2278.7336402547.7627
Time for speed of occupants 1.75 m/s0216254304361494565

Table 12
Simulation results in seconds for the third scenario, with elevators enabled and the first and the third entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0326369428529691927
Time for speed of occupants 1 m/s0308337396472636754
Time for speed of occupants 1.25 m/s0276306.6373.4439607.2683
Time for speed of occupants 1.5 m/s0248290.7348414560.2639
Time for speed of occupants 1.75 m/s0228266316373506577

Table 13
Simulation results in seconds for the third scenario, with elevators enabled and the first and the fourth entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0353397453558.4718.3952.9
Time for speed of occupants 1 m/s0334.4364423500661.6782.1
Time for speed of occupants 1.25 m/s0304331401.8465635.6709
Time for speed of occupants 1.5 m/s0274318.3374440591665
Time for speed of occupants 1.75 m/s0254.7292342400.5532605

Table 14
Simulation results in seconds for the third scenario, with elevators enabled and the second and the third entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0298340400500663899
Time for speed of occupants 1 m/s0281310369445609727
Time for speed of occupants 1.25 m/s0249279.6345.9411.7579.8656
Time for speed of occupants 1.5 m/s0220.2263.7320.5387531.2612
Time for speed of occupants 1.75 m/s0201240.4290.2345.5479550

Table 15
Simulation results in seconds for the third scenario, with elevators enabled and the second and the fourth entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0337380439541.5702938
Time for speed of occupants 1 m/s0319348407483647765
Time for speed of occupants 1.25 m/s0287317.6385.7450618.2694
Time for speed of occupants 1.5 m/s0259302359426.2574650
Time for speed of occupants 1.75 m/s0239278.3327384517588

Table 16
Simulation results in seconds for the third scenario, with elevators enabled and the third and the fourth entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0346390.5448551711947
Time for speed of occupants 1 m/s0328358.4416493656775.3
Time for speed of occupants 1.25 m/s0297.4325394459628703
Time for speed of occupants 1.5 m/s0268311368434584.3659
Time for speed of occupants 1.75 m/s0248286335.8393526598.3

Table 17
Simulation results in seconds for the third scenario, with elevators disabled and the first and the second entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0366410.4570569731966
Time for speed of occupants 1 m/s0348377.5436511.9676794
Time for speed of occupants 1.25 m/s0316346.6413.34479648723
Time for speed of occupants 1.5 m/s0288331.6388454600679
Time for speed of occupants 1.75 m/s0268306356.11413546617

Table 18
Simulation results in seconds for the third scenario, with elevators disabled and the first and the third entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0377.45420479580742977
Time for speed of occupants 1 m/s0359388447523687.4805
Time for speed of occupants 1.25 m/s0327358424.4425659734.7
Time for speed of occupants 1.5 m/s0299.11341.7399465611.2691.3
Time for speed of occupants 1.75 m/s0279316.7367424557628

Table 19
Simulation results in seconds for the third scenario, with elevators disabled and the first and the fourth entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0403.4447503608.4768.31003
Time for speed of occupants 1 m/s0384.4414.56473550711.6832.1
Time for speed of occupants 1.25 m/s0354383.1451.8516.67685.6759
Time for speed of occupants 1.5 m/s0325368.3424491.34641715
Time for speed of occupants 1.75 m/s0304.7342392.5450.5582655.33

Table 20
Simulation results in seconds for the third scenario, with elevators disabled and the second and the third entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0347390.66449549711.71948.2
Time for speed of occupants 1 m/s0330.34359.67418493.98658777
Time for speed of occupants 1.25 m/s0298328.6394.9461.5628.8705.29
Time for speed of occupants 1.5 m/s0269.2312.7369.5436580.2661
Time for speed of occupants 1.75 m/s0251.12289.4339.2394.5529.45599

Table 21
Simulation results in seconds for the third scenario, with elevators disabled and the second and the fourth entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0383428487590750989
Time for speed of occupants 1 m/s0368396455531695813
Time for speed of occupants 1.25 m/s0335.7364434.29498667742
Time for speed of occupants 1.5 m/s0307.56350407474.2622698
Time for speed of occupants 1.75 m/s0287.2326.3376.06432.22566.45636

Table 22
Simulation results in seconds for the third scenario, with elevators disabled and the third and the fourth entrances/exits blocked and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0393.23438496.6599.3758995.27
Time for speed of occupants 1 m/s0374.9405.37463.78541.12703822.3
Time for speed of occupants 1.25 m/s0344.4372.3441506674.88750.31
Time for speed of occupants 1.5 m/s0317358415481631.3707.3
Time for speed of occupants 1.75 m/s0296.6335382.8440573645.3

Table 23
Simulation results in seconds for the fourth scenario, with elevators enabled and the first entrance/exit opened, while the second, the third and the fourth entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0443.6678.3915.91150.71388.31623
Time for speed of occupants 1 m/s0322496.5672846.31021.81198.3
Time for speed of occupants 1.25 m/s0310470620780834992
Time for speed of occupants 1.5 m/s0304432.6594700800900
Time for speed of occupants 1.75 m/s0274373.4474.9585.5689794

Table 24
Simulation results in seconds for the fourth scenario, with elevators enabled and the second entrance/exit opened, while the first, the third and the fourth entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0483.2718.8949.611831414.31646.5
Time for speed of occupants 1 m/s03355156948691044.61220.3
Time for speed of occupants 1.25 m/s0286426.4566.8707.8849.1988.6
Time for speed of occupants 1.5 m/s0263404.5531.6651.7772.6890.3
Time for speed of occupants 1.75 m/s0242.3355.2463.2569.8675.7780.2

Table 25
Simulation results in seconds for the fourth scenario, with elevators enabled and the third entrance/exit opened, while the first, the second and the fourth entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0443.7680917.61152.51390.21623.6
Time for speed of occupants 1 m/s0336.6510686861.61036.51204.7
Time for speed of occupants 1.25 m/s0264.8400540.8681.4823.4962.8
Time for speed of occupants 1.5 m/s0247.4387.5519.6641.4763.7884.5
Time for speed of occupants 1.75 m/s0241.3351.7460565.3669.6800

Table 26
Simulation results in seconds for the fourth scenario, with elevators enabled and the fourth entrance/exit opened, while the first, the second and the third entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s044667791011451376.91603.6
Time for speed of occupants 1 m/s0332509.6709857.61032.11206
Time for speed of occupants 1.25 m/s03204876838329921132
Time for speed of occupants 1.5 m/s0302457588.4714.5836.6953.7
Time for speed of occupants 1.75 m/s0295.4406.7539.5648.6754.7860

Table 27
Simulation results in seconds for the fourth scenario, with elevators disabled and the first entrance/exit opened, while the second, the third and the fourth entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0550.37871021.91257.41493.51729.3
Time for speed of occupants 1 m/s0428602778.59531126.91302
Time for speed of occupants 1.25 m/s0416.1576726.54885.39401099.3
Time for speed of occupants 1.5 m/s0410.32538701.5806.4906.21006
Time for speed of occupants 1.75 m/s0380.5480580.9693.4795900.02

Table 28
Simulation results in seconds for the fourth scenario, with elevators disabled and the second entrance/exit opened, while the first, the third and the fourth entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s05477811019.9125514931727
Time for speed of occupants 1 m/s0426.260077695111261303.5
Time for speed of occupants 1.25 m/s0413.34574.7723.4882.4938.41096.71
Time for speed of occupants 1.5 m/s0408539.17699.88049041003.4
Time for speed of occupants 1.75 m/s0378476.6579890793898

Table 29
Simulation results in seconds for the fourth scenario, with elevators disabled and the third entrance/exit opened, while the first, the second and the fourth entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0545.02781.41018.6125414921725
Time for speed of occupants 1 m/s0438612.11787963.911371305
Time for speed of occupants 1.25 m/s0365.16500.31643.27879251064.8
Time for speed of occupants 1.5 m/s0349489621.7743867.5986
Time for speed of occupants 1.75 m/s0343.6453561667.8771902.3

Table 30
Simulation results in seconds for the fourth scenario, with elevators disabled and the fourth entrance/exit opened, while the first, the second and the third entrances/exits are blocked, and for the occupants’ speeds from 0.75 m/s, 1 m/s, 1.25 m/s, 1.5 m/s, and 1.75 m/s
Number of occupants6695004003002001000
Time for speed of occupants 0.75 m/s0543.6776.71009124314761702
Time for speed of occupants 1 m/s0431.31608.29808.395511301306.8
Time for speed of occupants 1.25 m/s0417.23587.678293110911231.4
Time for speed of occupants 1.5 m/s0401.5556.9688811.3936.241053
Time for speed of occupants 1.75 m/s0394504.75636.18746850.53959

Results analysis

The realized simulation results for the first scenario (Tables 1 and 2) have shown that the elevators usage increases the evacuation of the complete object. The fastest evacuation time was for the occupants’ speed of 1.75 m/s and the elevators enabled (209 seconds, in Table 1), while the slowest evacuation time was for the occupants’ speed of 0.75 m/s and the elevators disabled (442 seconds, in Table 2). In this scenario, the occupants left the building via their own entrance/exit. There were no jams for simulated occupants’ speeds.

The realized simulation results for the second scenario (Tables from 3 to 10) have shown that the fastest evacuation time was realized when the occupants’ speed was 1.75 m/s, the second entrance/exit blocked and the elevators enabled (422 seconds, in Table 4). The slowest evacuation time was realized when the occupants’ speed was 0.75 m/s, the fourth entrance/exit blocked and the elevators disabled (893 seconds, in Table 10). In this scenario, the occupants from the building with the blocked entrance/exit had to use the building roof terraces to reach the nearest stairs that lead to the open entrance/exit. There were no jams for the simulated occupants’ speeds. Some simulation scenes from the second scenario are presented in Figure 3 (a and b).

Simulation scene for the second scenario where the first entrance/exit was blocked and the elevators were enabled and for the occupants’ speeds of 1 m/s (a) and the simulation scene for the second scenario where the fourth entrance/exit was blocked and the elevators were disabled and for the occupants’ speeds of 0.75 m/s (b)
Figure 3
Simulation scene for the second scenario where the first entrance/exit was blocked and the elevators were enabled and for the occupants’ speeds of 1 m/s (a) and the simulation scene for the second scenario where the fourth entrance/exit was blocked and the elevators were disabled and for the occupants’ speeds of 0.75 m/s (b)

The realized simulation results for the third scenario (Tables from 11 to 22) have shown that the fastest evacuation time was realized when the occupants’ speed was 1.75 m/s, the second and the third entrances/exits blocked and the elevators enabled (550 seconds, in Table 14). The slowest evacuation time was realized when the occupants’ speed was 0.75 m/s, with the first and the fourth entrances/exits blocked and the elevators disabled (1003 seconds, in Table 19). In this scenario, the occupants from the buildings with the blocked entrances/exits had to use the building roof terraces to reach the nearest stairs that lead to the open entrance/exit. The simulations showed that jams can occur, mostly for the occupants’ speed of 0.75 m/s and 1.25 m/s. Some simulation scenes from the third scenario are presented in Figure 4 (a and b).

Simulation scene for the third scenario where the first and the second entrances/exits were blocked and the elevators were enabled and for the occupants’ speeds of 1.25 m/s (a) and a simulation scene for the third scenario where the third and the fourth entrances/exits were blocked and the elevators were disabled and for the occupants’ speeds of 1.5 m/s (b)
Figure 4
Simulation scene for the third scenario where the first and the second entrances/exits were blocked and the elevators were enabled and for the occupants’ speeds of 1.25 m/s (a) and a simulation scene for the third scenario where the third and the fourth entrances/exits were blocked and the elevators were disabled and for the occupants’ speeds of 1.5 m/s (b)

The realized simulation results for the fourth scenario (Tables from 23 to 30) have shown that the fastest evacuation time was realized when the occupants’ speed was 1.75 m/s, the first entrance/exit opened and the second, the third and the fourth entrances/exits blocked and the elevators enabled (794 seconds, in Table 23). The slowest evacuation time was realized when the occupants’ speed was 0.75 m/s; with the first entrance/exit opened, and with the second, the third and the fourth entrances/exits blocked and the elevators disabled (1729.3 seconds, in Table 27). In this scenario, the occupants with the blocked entrances/exits had to use the building roof terraces to reach the nearest stairs that lead to the single open entrance/exit. The simulations showed that jams can occur, mostly for the occupants’ speed of 0.75 m/s. The simulations showed that jams in this scenario can occur and that these jams can be significant, for every occupants’ speed from 0.75 m/s to 1.75 m/s. Some simulation scenes from the fourth scenario are presented in Figure 5 (a and b).

Simulation scene for the fourth scenario where the fourth entrance/exit was opened while other entrances/exits were blocked, the elevators enabled and for the occupants’ speeds of 0.75 m/s (a) and a simulation scene for the fourth scenario where the second entrance/exit was opened while other entrances/exits were blocked, the elevators disabled and for the occupants’ speeds of 1.75 m/s (b)
Figure 5
Simulation scene for the fourth scenario where the fourth entrance/exit was opened while other entrances/exits were blocked, the elevators enabled and for the occupants’ speeds of 0.75 m/s (a) and a simulation scene for the fourth scenario where the second entrance/exit was opened while other entrances/exits were blocked, the elevators disabled and for the occupants’ speeds of 1.75 m/s (b)

The realized simulations have shown that times needed for an evacuation increased depending on the number of blocked entrances/exits and on whether the elevators were used or not. In reality, many of potential evacuation situations imply that elevators are not used and that was the main reason why every of four scenarios was analysed with enabled and disabled elevators. The factors that are important for elevators usage are, most frequently, the floor level where occupants are located and the acceptable waiting time. Experience and research have shown that higher locations in residential buildings are more likely to imply elevator usage than usage of ordinary or emergency stairs. It is also important to note that the acceptable waiting time increases according to the height of the floor level (Kinateder et al, 2014).

One very important factor that has a great influence on the evacuation time is panic. Panic causes fearful and chaotic behaviour which is, most frequently, demonstrated with an increase of speed of occupants. This speed increment results in crowds and jams that can be very unpredictable and very hard to solve. It means that the evacuation time can be significantly extended, which the simulation results proved.

It is also important to note that, in reality, every occupant has his/her own speed, while in the simulation all occupants had the same speed. Also, in reality, occupants’ personal characteristics are very different and can affect the overall evacuation time and cause problems in the crowd (Kady & Davis, 2009), (Jevtić, 2019b).

Disccussion

The usage of simulation software for simulating the evacuation in high-rise buildings is becoming more frequent and more extensive. The main reasons for that are: increase of safety in order to protect as many human lives as possible; increasingly frequent construction of high-rise buildings with a huge number of occupants; prediction and determination of optimal evacuation routes; prediction of potential occupants’ behaviors, etc.

There are many residential buildings with and without emergency stairs. Very often, emergency stairs in residential buildings can be useless because of many reasons (fire, earthquake, smoke, jams, etc.) so that the only way to the exit is via ordinary stairs and elevators. As it has been noted before, the usage of elevators in many crises that need evacuation, such as fires or earthquakes, is not recommended. It does not mean that elevators should not be used at all but that there is a significant risk if they are used. This is a very important reason why evacuation simulations should be considered for cases with and without elevators usage. In some situations that can occur in high residential buildings or other objects with a significant presence of immobile persons, it is almost impossible to realize evacuation without elevators usage. The obtained results confirmed that the evacuation times were shorter in the cases where the elevators were enabled.

One very important factor in every evacuation is a so-called „human factor”. This factor presents a very complex factor in sense of prediction and calculation. For example, people will not behave in the same way individually and in a group. During evacuation, parents will always tend to run towards their children which can significantly complicate the evacuation. Frequently, occupants in high residential buildings in disaster cases show apathetic behavior and non-acceptance of obvious facts. Taking ino account many important factors related to occupants in simulations (occupants physical dimensions, occupants’ reduction factor, occupant comfort distance, occupants slow factor, speed, and many others) presents a very important task that demands knowledge from different sciences and disciplines.

The obtained simulation results were in the range of the obtained simulation results in similar cases. It is a very good and accurate way to compare the obtained simulation results with calculated results and experimental results, since it is not always possible to carry out such experiments in reality (Ding et al, 2017), (Poon, 1994), (Kasereka et al, 2018), (Rozo et al, 2019), (Xing & Tang, 2012).

Conclusion

The results obtained in this paper have shown the maximum evacuation times in a building without emergency stairs with and without elevators usage. In reality, it is unlikely that, for example, all three entrances/exits are blocked, maybe only in case of a huge fire or a huge earthquake. However, it is very important to predict as many evacuation scenarios as possible and calculate adequate evacuation times.

Calculation of evacuation time and prediction of the best evacuation route presents a very complex and responsible task. Very often, it is almost impossible to predict every potential situation than can occur during evacuation. Because of that reason, usage of simulation software presents a very good, effective, cheap, and safe way for predicting potential evacuation situations in many different objects, which gives this topic great importance and motivation in order to save human lives and material properties. The main contributions of this paper are in its potential to determine optimal evacuation routes and calculate evacuation times in high buildings with or without emergency stairs, taking into consideration the influence of many different mentioned factors that can affect the evacuation progress and complete the evacuation epilogue.

Future investigations will relate to a simulation of evacuation with the presence of immobile persons of varying degrees of immobility, a simulation of evacuation via spiral staircases, a simulation of evacuation under different conditions, etc.

The usage of simulation software for the prediction and calculation of optimal evacuation routes can significantly improve the procedures and strategies of evacuation from some specific objects such as residential buildings.

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FIELD: Fire protection

ARTICLE TYPE: Original scientific paper

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