The Effect of Police Density to Improve Motorcycle
Helmet Use in Thailand
Suriyawongpaisal P1, Thakkinstian A2, Jiwattanakulpaisarn P3
1Professor, Department of Community Medicine, Faculty of Medicine, Ramathibodi Hospital, Mahidol University,
Thailand, 2Assistant Professor, Clinical Epidemiology Unit, Faculty of Medicine, Ramathibodi Hospital, Mahidol
University, Thailand, 3Transport policy analyst, Department of Highways, Ministry of Transport, Thailand.
ABSTRACT
While it is well established that motorcycle helmets reduce the risk of fatal injury and death, scaling up
law enforcement on helmet use is still a big challenge for developing countries. These countries have a
heavy burden from motorcycle-related injuries, but have limited resources for law enforcement. This
report used cubic spline regression analysis on national datasets and a nationwide roadside survey of
helmet use in Thailand. It has demonstrated that police density (number of policemen per square
kilometer) is an independent predictor of helmet use (p<0.001) after controlling for adult literacy. This
finding is consistent with evidence about effective deployment of limited numbers of police to ensure
substantial and sustainable reductions of fatal road crashes in the rural road network in Queensland
State of Australia. Concerning policy decisions about resource allocation, the finding provides a new
parameter for allocation of limited numbers of police. Police density was also significantly associated
with gross provincial product (GPP) per capita (p<0.001) and population density (p < 0.001). These
additional important findings raise concerns about equitable allocation of the police force in Thailand.
Keywords: Police Density, Helmet use, Law Enforcement, Thailand
INTRODUCTION
Globally, road traffic injuries (RTIs) resulted in 1.3
million deaths in 2004 with a major share in developing
countries1. Together with the magnitude of burden,
rising trends of RTIs in many developing countries have
concerned public health authorities and governments.
In Thailand, it is estimated that RTIs killed 28,600 in
20042. Motorcycle related injury constitutes the majority
of RTIs in countries such as Thailand and Vietnam3,4.
The cost of RTIs in Thailand was estimated at 232,855
million Baht or 2.81% of the Gross National Product in
20045.
A meta-analysis reported that helmet use reduces
the risk of head injury by 72% and are also likely to
reduce the risk of death, although the effectiveness may
be modified by speed6. A report of cost effectiveness
modeling revealed that motorcycle helmet legislation
would cost 495-784 USD/disability adjusted life year
(DALY)7. Similarly, legislation for helmet use applies
only on certain assigned routes and national roads in
Vietnam which resulted in five times the prevalence on
city roads8. Nevertheless, the helmet use rate has
remained low in developing countries8,9,10. In addition
to law enforcement, a study in a typical Malaysian town
by Kulanthayan et al., (2000)9revealed compliance of
helmet use was related to age, gender, race, formal
education level, prior accident experiences and type of
license held. More recently, Hongsranagon et al., (2011)11
have shown a link between helmet use and perceived
risk of road crashes in Thailand.
With substantial growth of motorcycle ownership
and use in large cities and provincial areas of many
developing countries12,13,14, it is a challenge to scale up
law enforcement on helmet use nationwide. To meet
this challenge, there is a need for political commitment,
evidence-based planning, resource mobilisation plus
allocation and effective implementation.
In countries with national legislation, helmet use
rates and patterns may vary considerably from one
region to the next depending on educational level,
penalty charged and enforcement activities15. It has been
recognized that a major obstacle to attain and sustain a
high level of law enforcement in low-income and
middle-income countries is limited police resources15.
This issue has not been clearly addressed despite the
availability of the WHO manual for policy decisionmakers
and practitioners on helmet use16.
Recently, a study in Thailand revealed the cost of
general risk-behavior monitoring per suspect was 0.69
baht, while the unit cost of detecting the use of safety
Indian Journal of Public Health Research & Development. January-March 2013, Vol. 4, No. 1 203
devices, such as seat belts, was about 6–8 baht (0.2 USD)
extra per offender16. Per check-point, the cost of this
safety device use detection was 1,547 baht (52 USD).
Making use of the unit cost knowledge requires
answering 2 key questions. 1) What is the total number
of police officers required to provide an acceptable level
of service? 2) How should a specified total number of
these officers be allocated by geographical regions or
time periods to maximise helmet use15.
Concomitantly, a national policy decision was made
in Thailand to implement an extensive motorcycle
helmet use campaign across the country starting in 2010.
This could potentially have been another ad hoc
campaign without sustained effect similar to previous
ones since the helmet law came into effect on a national
scale in 1994. Out of this concern, a large scale national
survey of helmet use in all 76 provinces was undertaken
to monitor the policy implementation17. This survey
revealed a two fold discrepancy in the percentage of
helmet use across geographical regions. A larger
discrepancy of 4.3 folds was observed between
provinces in Thailand.
Making use of the survey findings and other relevant
datasets, this report aimed to shed some light on the
association between law enforcement related factors
and rate of helmet usage in order to better guide the
allocation of police manpower with respect to this policy
decision.
MATERIALS AND METHOD
A. Datasets
According to a study using multiple correspondence
analysis, the several potential predictors (adult literacy,
population density and gross domestic product) were
associated with road safety performance of 23 selected
E.U. countries18. To our best knowledge, the potential
predictors which have been identified in this report are
the best available evidence in this subject area.
For the purpose for this report, the following datasets
were obtained: a) projected population, estimated gross
provincial product (GPP) and province-specific adult
literacy in 2010 were retrieved from the websites of the
National Economic and Social Development Board
(www.nesdb.go.th); b) number of police in 2010 for each
province from the website of the Royal Thai Police (
http://www.personnel.police.go.th/index.php); c)
province specific area in square kilometers from the
website of the Department of Provincial Administration
(http://www.dopa.go.th/padmic/jungwad76/
jungwad76.htm); and d) helmet use from the
nationwide roadside survey17.
The source of data on motorcycle helmet use was
the database from the nationwide roadside survey20.
Detailed sampling design and data analysis were
presented in the report. In brief, the nationwide survey,
undertaken from May to December in 2010, employed
direct observation about helmet use among 945,956
randomly chosen motorcyclists (71.4% of which were
drivers). These were identified at 3,252 selected sites
comprising road intersections or road sections with
slow traffic in urban and rural municipalities of varying
sizes. The number and proportionate distribution of
the selected sites (as percentages of the total sites for
each category) of large, medium and small
municipalities was: 1276 sites (32.9%), 560 sites (17.2%),
and 1416 sites(43.5%) respectively. Between provinces,
the number of sites varied from 22 to 84 according to
area and number of population. For Bangkok, the capital
city with a population of 6.9 million19, 100 sites were
chosen (two for each of the total of 50 districts). Data
about the number and percentage of helmet uses for
each province were summarised and used for analysis
(full detailed tables are available on request).
B. Statistical analysis
A Pearson correlation matrix was applied to
estimate the correlation between variables. Since the
data were highly skewed, a cubic spline regression was
applied to assess the relationship between predictors
and the outcome20. The interested outcome was
percentage of motorcycle helmet use whereas the
predictors were police density and adult literacy. GPP,
population density, and the number of policemen were
not included in the model because these were highly
correlated with police density which would cause multicollinearity.
The percentage of helmet use, police density and
adult literacy were included in the spline regression
with degrees of 0 and 3 (2 knots) for police density, and
0 (linear) for adult literacy. Goodness of fit of the model
was checked. The predicted percentage of helmet use
was then estimated and described for each province.
Apart from these relationships, we were also
interested in assessing the relationship between police
density and other predictors i.e., population density,
adult literacy and GPP. In this regard, police density
was treated as a dependent variable in spline regression
analysis with population density, adult literacy and
GPP included as independent variables.
All analyses were performed using STATA version
12.0. A p value <0.05 was considered as statistically
significant.
204 Indian Journal of Public Health Research & Development. January-March 2013, Vol. 4, No. 1
RESULTS
For the whole country, the percentage of helmet use
in drivers (53.3%) was higher than that in passengers
(19.3%) (Table1). Regional comparison revealed the
highest percentage of helmet use by both drivers (93.0%)
and passengers (45.2%) in Bangkok, which was two
folds of the lowest figure in the North for drivers and
almost five folds of the lowest figure in the South for
passengers. Except for the population to police ratio
(562.9 persons per police), Bangkok has the highest
population density (1330.4 persons per square
kilometer), the highest GPP per capita (361,243 baht
per capita) and the highest police density (13.09
policemen per square kilometer) compared to other
regions in 2010.
Using province specific data for the whole country,
the percentages of helmet use in both drivers and
passengers were significantly correlated to the number
of police (r=0.3613), police density (r=0.5121),
population density (r=0.5864) and GPP (r=0.4944)
(Table 2). In the same table, police density has been
shown to be highly correlated to population density
(r=0.9515) and GPP (r=0.9074) at a statistically
significant level (p<0.001).
Using spline regression analysis, it was found that
police density was independently the strongest
predictor of helmet use at p < 0.001 (Table 3). Again
with spline regression, population density and GPP
were found to be independent and significant predictors
of police density at p < .01(Table 4).
DISCUSSION
Evidence has shown that careful planning in
policing, could reduce road crashes by an accumulated
effect of 12% of all severities and 15% of all fatal crashes
with low levels of police enforcement and sustained
effects21. Numerous attempts have been made to increase
the effectiveness of police enforcement in reducing traffic
accidents22,23,24. Most attempts involved increasing
police presence. Even for program designs for which
accident reductions have been convincingly
demonstrated, the drawback has been that the increased
police presence required tends to be difficult to sustain,
especially in an environment of public expenditure
restraint. For this reason, any increase in police presence
tends to be only short term (a ‘blitz’) and any accident
reduction achieved is not maintained25,26.
Unsustainable presence of police activity might
reflect an inadequate number of police officers, which
are required to serve a wide range of police services
including traffic policing. For police services in general,
the UN recommended population to police ratio is
450:127. Based on this figure, the ratio in Thailand as a
whole, (541.3:1 as shown in Table1) could be considered
inadequate. Nevertheless, our finding did not support
the association between helmet use and population to
police ratio (r=0.1886, p = 0.1028). We found police
density as defined by the number of police per square
kilometer to be independently and significantly
associated with the percentage of motorcycle helmet
use after controlling for the confounding effect of adult
literacy.
The association between police density and helmet
use could be interpreted as an association between
spatial and temporal coverage of police surveillance
activity and helmet use. This interpretation was
consistent with findings from experimental studies
linking speed reduction with deployment of single
stationary police vehicles at random times to randomly
chosen sectors of specific rural highway sections28. The
result of the experiment was an average speed reduction
spread of effect per patrol of 22 km/hr which was some
four times greater than those demonstrated by Smith
(1962, cited in Edwards and Bracket, 197828). Further
trials, with a similar approach, in Queensland
Australia, demonstrated the average crash reduction
for fatal crashes was 31%21. With an average programwide
fatal crash coverage of 51%, the program reduced
the aggregate of the seven regions’ fatal crashes by some
16%, and that of the entire state of Queensland by 15%.
For a macro policy decision, the linkage between
police density and motorcycle helmet use implies that
allocation of the police force should take into account
deployment strategies to ensure spatial and temporal
coverage of police services. In contrast, seeking to meet
the UN’s recommended ratio could hardly be achieved,
especially for resource poor countries.
Ideally, distribution of police should be guided by a
need to ensure an adequate level of law enforcement on
helmet use. With this argument, provinces with a low
helmet use rate would require higher numbers of police
in terms of police density. In fact, the opposite situation
seemed to be the case. There was a huge disparity in
police density between the highest figure (13.09 per
square kilometer) in Bangkok and the lowest (0.19 per
square kilometer) in the central region with a ratio of
68.9:1(Table 1). This ratio was much larger than that
(2.1:1) between the highest helmet use rate of 93.0% in
Bangkok and the lowest of 44.8% in the northern region.
Since police density is positively linked to population
density and GPP (Table 5), it is understandable that the
existing allocation of the police force in Thailand has
been biased toward the rich urban communities. In
addition to the highest percentage of helmet use, the
lowest case-fatality rate (1.8%) of road traffic injuries
has been documented in Bangkok since 19953. These
facts have strongly indicated a need for more equitable
Indian Journal of Public Health Research & Development. January-March 2013, Vol. 4, No. 1 205
distribution of the police force in Thailand using an
evidence-based approach.
Based on our findings, the level of motorcycle helmet
use (93%) in Bangkok might be adopted as a protective
threshold for head injuries to guide better distribution
of the police force, so that sufficient coverage of law
enforcement on helmet use could be met throughout
the country. This does not mean that the number of
police should be increased in regional provinces to the
density (13.09 per square kilometer) in Bangkok, since
the magnitude of difference in percentage of helmet use
between Bangkok and regional provinces, is a lot
smaller than that in police density between the two
groups as discussed.
Apart from considering the redistribution of the
police force, there is a need to consider investment in
police training to make use of state-of-the-art techniques
in effective deployment of traffic policing activity as
demonstrated in Queensland, Australia21. A unique
feature of the Queensland approach was the
deployment of a small number of police force randomly
scheduled to randomly chosen road sectors of specific
rural highway sections to provide widespread coverage
resulting in long term (up to 3 years) reduction of road
crashes of all severities. Hence, it is an interesting and
promising approach to maximize the capacity of the
existing limited numbers of police.
There are two major limitations of this report worth
consideration. The first was the cross sectional design
of the study could not support a conclusion of causal
linkage between motorcycle helmet use or police density
and the predictors. The other was that the relationship
between the predictors and helmet use or police density
might be confounded by other known confounding
factors not included in this report. Nonetheless, this
report provides a unique finding on the relationship
between police density and helmet use from the results
of a nationwide direct observation of the behavior of
motorcycle helmet usage and of the existing national
datasets of potential predictors. The findings might be
useful to guide a policy decision on the allocation of
police force to meet the need for better enforcement of
the helmet law and to address the equity concerns with
resource allocation. Further studies are needed to better
ascertain the relationship between helmet use and
police density making use of a longitudinal study
design with the inclusion of other relevant confounding
factors.
CONCLUSIONS
Using cubic spline regression analysis on national
datasets, and the nationwide roadside survey of
motorcycle helmet use in Thailand, this report has
demonstrated that police density is an independent
predictor of helmet use. Concerning policy decisions
on resource allocation, the finding provides a new
parameter for the allocation of limited numbers of police.
Police density was also significantly associated with
gross provincial product (GPP) per capita and
population density. This additional important finding
raises a concern about the equitable allocation of the
police force in Thailand.
ACKNOWLEDGEMENTS
The authors are grateful to Stephen Pinder for
correction of the grammar.
Source of Funding
Faculty of Medicine,Ramathibodi Hospital, Mahidol
University.
Conflicts of Interest
The authors declared no conflicts of interest.
ETHICAL CLEARANCE
This report made use of secondary datasets hence
there is no need for ethical clearance.
Table 1 Percentage (range*) of helmet use of motorcycle drivers and passengers and
related factors by region in 2010
Region(survey samples) % helmet Population Population to GPP per Police density
use density police ratio capita** (per sq km)
driver passenger (per sq km)
whole country (954,956) 53.30 19.30 131.2 541.3 150,118 0.24
Bangkok (27,647) 93.00 45.20 1330.4 562.9 361,243 13.09
Central (289,654) 63.90(28.6-79.9) 24.40(6.2-31.0) 63.5 336.2 264,285 0.19
Northeast (247,821) 47.60(31.7-74.1) 19.80(9.5-56.6) 135.5 654.0 49,092 0.21
North (150,888) 44.80(33.2-61.4) 17.20(5.8-32.4) 129.9 427.7 79,158 0.30
South (238,946) 47.00(21.5-79.7) 9.40(1.8-50.6) 132.6 344.2 104,738 0.39
* figures of province with the lowest and the highest percentage in each region
** at current market prices in 2010
206 Indian Journal of Public Health Research & Development. January-March 2013, Vol. 4, No. 1
Table 2. Pearson correlation matrix for factors associated with motorcycle helmet use (p value)
Helmet use No. of police Police Population to Population GPP Adult literacy
density police ratio density
Seat belt 1.0000
No. of police 0.3613 1.0000
(0.0013)
Police density 0.5121 0.9005 1.0000
(0.0000) (0.0000)
Population to police ratio -0.1886 0.1569 0.1729 1.0000
(0.1028) (0.1758) (0.1353)
Population density 0.5864 0.7976 0.9515 0.0371 1.0000
(0.0000) (0.0000) (0.0000) (0.7502)
GPP 0.4944 0.8802 0.9074 0.0404 0.8603 1.0000
(0.0000) (0.0000) (0.0000) (0.7287) (0.0000)
Adult literacy 0.1654 0.0656 0.1001 -0.2887 0.1478 0.1288 1.0000
(0.1533) (0.5733) (0.3894) (0.0114) (0.2028) (0.2674)
Table 3. Factors associated with percentage of helmet use according to spline regression analysis.
Predictors coef SE t P>|t| [95% CI]
Police density* 6.17 1.21 5.12 <0.001 3.77 8.58
(Police density-0.253)3 2.36 1.21 1.95 0.055 -0.05 4.77
Adult literacy 1.12 1.22 0.92 0.362 -1.31 3.54
*number of policemen/area, CI=Confidence Interval, SE= Standard Error
Table 4. Factors associated with police density: A spline regression
Predictors coef SE t P>|t| [95% CI]
Population density 0.28 0.08 3.560 0.001 0.12 0.43
(Population density- 164.7)3 0.38 0.05 7.297 0.000 0.28 0.48
GPP 1.23 0.08 15.194 0.000 1.07 1.39
(GPP- 8.7x104)3 -0.67 0.05 -14.051 0.000 -0.76 -0.57
(GPP- 5.6x104)3 0.05 0.02 2.777 0.007 0.01 0.09
CI = Confidence Interval, SE=Standard Error (Endnotes)
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