Over the last half decade, rise of
innovative transportation services transformed the travelling experience. Ride hailing giants like Uber, DiDi, Lyft and
Grab, among others need no introduction and ride hailing market still continues
to be a game changer in the mobility service. Innovations such as self-driving
or autonomous vehicles are gaining momentum in automotive industry but Mobility
as a service (MaaS) is gaining ground. As of May 2019, google showed over 367 million
search results on mobility as a service, and several state governments &
private transport providers are focusing on capitalizing this idea.
What Will
Shape the Future of Transportation in Cities?
The share of people using ride
hailing service services has grown with an unprecedent rate in the past few
years.
According to
TechSci Research report “Global Ride Hailing Market, By Vehicle
Type (Passenger Cars, etc.), By Service Type (E-hailing, etc.), By Internet
Connectivity (3G, etc.), By Vehicle Connectivity (V2V, V2I, etc.), By Company
and By Geography, Forecast & Opportunities, 2017-2023” the global ride hailing market is projected to grow at a CAGR of 21%
to reach $ 136 billion by 2023, on the back of growing popularity of ride
hailing services as well as the service providers such as Uber, Didi and Lyft.
Moreover, surging demand for ride hailing services on a global level can be
attributed to ease of booking, enhanced passenger comfort, rising government
initiatives aimed at increasing awareness regarding the harmful effects of air
pollution levels and development of semi-autonomous and autonomous vehicles.
Increasing number of partnerships between domestic and international service
providers, such as Uber and Didi in China, are further expected to aid global
ride hailing market during the forecast period.
However, this is just the beginning
to major disruptive idea, i.e., Mobility as a service or mobility on demand, which
will transform and combine every possible mode of automotive and improve the
convenience of travelling.
Plethora
of Option to Choose From / Convenience is at the heart of MaaS
MaaS or mobility as a service is a
concept about providing tailored travelling experience to users with the use of
all possible mobility solutions like ridesharing, cycling, walking, taking the
bus, catching the train, driving, riding as a passenger, taxi, renting a car,
carsharing, bike sharing, ridesharing and ride sourcing. MaaS combines mobility
services from public transport, taxis, car rental and car/bicycle sharing under
a single intuitive app that is accessible from a smartphone. Mobility as a
service is regarded as the next big thing in the mobility as it can bring both
public and private transportation under one service.
![](data:image/png;base64,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)
Why the
growing interest in MaaS?
According to
the UN, the urban population of the world grown rapidly from 2.858 billion in 2000
to 4.2 billion in 2018, i.e., 55% of global population and is anticipated to
account for 68% by 2050. The population living in urban cities is expected to increase
in the forthcoming years, consequently, increasing trend of urbanization is
expected to worsen the existing problem of traffic congestion. Streets in the
cities are a finite and scarce resource. With the burgeoning population and
increasing vehicle ownership, there is need for planning our cities. However,
we need not just to plan our cities but their mobility too. MaaS can be used to address the issue of
traffic congestion as it can make efficient use of the existing public and
private fleet.
- Efficient utilization of vehicles for mobility will
ultimately help in minimizing parking space used per person. Additionally,
reduced traffic will also result in shorter commuting time and diminished need
for parking space due to lower vehicle ownership.
- Public transport operating in various cities has already
switched to or planning to switch to renewable source driven public transport
fleet. By involving public transport in the MaaS, air quality can also be
improved by using sustainable modes.utonomous or self-driving car are expected to be the real
game changer in the transportation industry. With several pilot projects in
test by major automakers such as Tesla, Audi, BMW alliance, among others in
various cities, across the world, this new trend is expected to define the new
standards of commuting. Autonomous cars
could help to reduce the cost of the MaaS as around 45% cost of operating any
ride hailing vehicle is directly related to the driver, thus, eliminating
driver will further reduce the cost of commuting. Major e-hailing giants like DiDi and Uber
realize the potential of self-driving cars and are collaborating or launching self-driving
vehicles in major cities across the world.
Current
Status Of MaaS Models
Helsinki, Finland, is the first city
to implement the concept of mobility as a service. Mobility as a service, which
is often regarded as the urban mobility, offers service in the city using Whim
app. The application helps to plan and pay for all modes of transportation
including train, taxi, bus, car share or bikeshare in the city.
In 2018, Whim started operations in West
Midlands which is the UK’s second largest metropolitan area. The mobility as a
service model started offering ‘pay as you go’ and monthly subscription plan
for bike sharing, on demand taxis and public transports such as tram and train.
Major companies operating in the
mobility as a service market include UbiGo, Whim, Moovel, Mobility Shop,
Hellogo, Didi, among others. For implementation
of mobility as a service, several players are venturing into MaaS, which is
driving the growth of global mobility as a service market.
MoD or
MaaS?
Mobility on Demand (MoD), unlike the
MaaS, is a concept given by the US department of transportation, based on the
principle that transportation is a commodity. It focuses on offering access to
services, goods and mobility to consumers through an integrated network. The
transportation modes can be distinguished in terms of journey time, wait time,
convenience, cost and other factors. Generally, MoD and MaaS and used
interchangeably; however, the European concept of mobility as a service focuses
on subscription services and passenger mobility.
![](data:image/png;base64,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)
According to
TechSci Research report “Global Mobility on Demand Market Forecast & Opportunities, 2022” the global mobility on demand market is projected to cross $ 228
billion by 2022, on account of growing traffic congestions, continuous
initiatives being taken by several vehicles manufacturing players and
increasing inclination of consumers. Asia-Pacific region accounted for the
largest share in global mobility on demand market in 2016; and China and Japan
registered more than half of the demand for mobility on demand services in the
region in the same year. Moreover, the region is anticipated to maintain its
dominance in global mobility on demand market during the forecast period as
well.
![](data:image/png;base64,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)
Is MaaS a
Game-Changer Mobility for Australia?
In the next ten
year, Australia is expected to be home to over 36 million people with 75% of
the population centered around Perth, Sydney, Melbourne and Brisbane. On account of increasing
population in the country, the vehicle ownership is also growing at a drastic
rate. Only in 2018, the country witnessed sales of 1.15 million vehicle and the
market is growing at an impressive rate in the country. Currently, several
e-hailing, ride sharing players are operating and offering mobility option. When
compared with 2015, smartphone users in the country grew by 14.7% and the
number is likely to reach 19.27 million by 2022. Increasing mobile phone
internet users backed by surging demand for smartphones are contributing to the
growing share of ride hailing companies in Australia.
![](data:image/png;base64,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)
In order to address issues and ensure
smooth transportation services, Australian government is also working on the
Smart Cities Plan, which is a visionary plan by the government with focus on
infrastructure of cities, implementation of smart technologies to improve the
sustainability of the cities and drive innovation.
In order to overcome challenges such
as mobility, accessibility, CO2 reduction and to provide real time data and
information, Smart City Council has come up with strategies for Perth,
Adelaide, Brisbane, Melbourne and Sydney.
However, for MaaS ecosystem, data is
a key element as interconnected fleet of shared and driverless vehicles and
sharing of real-time data won’t be possible without it. Moreover, there is
requirement for regulatory and governance framework for the inclusion of public
and private transport in the mobility as a service. How the businesses will
work together, and fares & subscription will be shared with individual
service provider is another challenge to overcome for the smooth function of
MaaS system.
![](data:image/png;base64,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)
The country with the assistance of
third-party platform, has introduced MaaS in Melbourne and plans to extend it
to other cities as well. Australian iMOVE Cooperative Research Center (CRC)
consortium is collaborating with SkedGo to start app-based multimodal
transportation ecosystem in Sydney. MaaS major, Whim, also considers Australia
a lucrative location for starting operation and plans to launch by 2020 backed
by favorable policies and presence of technical infrastructure. Various cities such
as Sydney, Brisbane, among others in Australia have open data platform that can
help to offer insights on the travel behavior and help to build a unified
integrated solution for transportation services with the assistance from
private and open data sources.
Author: Mr.
Ruchit Mahendru, Research Manager, TechSci Research
Mr. Ruchit
Mahendru
is a management and strategy consulting professional with over 8 years of
experience. Mr. Mahendru has been instrumental in developing and implementing
business strategies for many automotive companies. He has extensive experience
in advising clients to identify and tap unearthed opportunities for its clients
to lead rather than following competition.