How Road and Rail Transport Respond to Economic Growth and Energy Prices: A Study for Poland
Abstract
:1. Introduction
- Q1: Is transport a lagged effect of economic growth and fuel prices?
- Q2: Is the increase in fuel prices a disincentive for transport?
- Q3: Do road and rail transport respond in the same way to macroeconomic and fuel market stimuli?
2. Materials and Methods
- domestic rail transport volume—Rail (domestic);
- international rail transport volume—Rail (international);
- domestic road transport volume—Road (domestic);
- international road transport volume—Road (international).
- Economic calculation—the cost of fuel has a direct impact on the operating costs of transport companies, the price of services provided, and their financial results. It can be assumed that an increase in fuel prices will lead to an increase in the price of transport services, which may affect the competitiveness of individual modes of transport.
- Psychological impact—the associated psychological impact is obviously difficult to verify, but negative information from world markets about conflicts, restrictions on oil production, or rising prices on world exchanges outweighs positive information. This means that oil prices are an important element in macro- and micro-economic policy making. Although crude oil is only a raw material for fuel production, its impact on markets is far-reaching.
- wholesale diesel prices for the Polish market;
- Brent Crude Oil quotes for the ICE exchange.
- real economic growth;
- international trade—the export and import of goods.
- Formation of the variables analysed.
- Correlation analysis.
- An analytical approach to the interrelationship between economic growth, fuel prices, and transportation.
- the graphs of the logarithmic values of the time series of all the variables analysed were presented, and divided into transport-related variables and macro-variables;
- the seasonal component was removed from the data series and the Census X12 procedure was used;
- the statistics of the growth rate of each variable were determined according to the exponential model, together with an assessment of the significance of the growth rate;
- coefficients of determination were obtained for the exponential growth model before and after removal of the seasonal component;
- tests were used to assess the significance of the strength and stability of the seasonal component:
- -
- F-Test and Kruskal–Wallis test for the presence of seasonality assuming stability;
- -
- Moving Seasonality F-Test.
- macro variables:
- -
- variable levels, i.e., a long-term relationship assessing the consistency of trends;
- -
- variable increases, i.e., assessing the strength and direction of short-term effects;
- consistency of transport trends with macroeconomic indicators;
- the relationship between short-term increases in transport volumes and increases in macroeconomic variables:
- -
- without time lags;
- -
- with a one-quarter time lag.
- Dependent variables d(Transport)—four models for each separate type of transport;
- Independent variables concerning GDP growth or Export and import growth;
- Independent variables concerning the fuel market d(Crude Oil Brent) or d(Diesel fuel).
3. Results
3.1. Formation of the Variables Analysed
3.2. Correlation Analysis
3.3. Model Approach to the Interaction Between Economic Growth, Fuel Prices and Transport
4. Discussion
5. Conclusions
- Ad. Q1.
- Transport cannot be considered as a lagged effect of the economic model. However, the attribution that it is a simultaneous effect cannot be rejected. This is true for all types of transport considered. Similarly, it cannot be assumed that there is a lagged response to changes in fuel prices.
- Ad. Q2.
- Road transport turns out to be independent of changes in fuel prices. On the other hand, rail transport reacts positively to changes in fuel prices. This positive reaction may mean that when fuel prices rise, haulers look for cheaper modes of transport and may therefore turn to rail transport. However, even if such an effect occurs, it is not permanent as rail transport is generally in decline.
- Ad. Q3.
- Road and rail transport react differently to stimuli from the economy and the fuel market. First of all, the long-term trend and the reaction to changes in fuel prices are different. However, the response to economic growth is similar.
- Firstly, no fundamental differences were found between road and rail transport in terms of serving the economy from a macroeconomic point of view. Both road and rail transport responded positively to changes in economic growth and changes in exports and imports, and this response usually occurred without time lag. Therefore, both modes of transport offer the possibility of providing a current service to the economy.
- Another point worth emphasising here is the sensitivity to changes in fuel prices. As expected, road transport is much more sensitive than rail transport. Although the results were not statistically significant here, trends are likely to be important in addition to statistical significance. And these give an advantage to rail transport. The significant variability of fuel prices means that road transport costs are variable and potentially difficult to predict, even in the short term. In the longer term, road transport costs are expected to increase, both because of the limited raw material (fuel) and because of tax issues (environmental changes). Therefore, the development of rail transport seems to be a good alternative, providing a potential advantage to an economy with a developed rail infrastructure. Taking these observations into account, investment in rail transport, modernisation of existing infrastructure, and construction of new infrastructure are recommended. Combined road–rail transport should probably be considered as a recommended solution.
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
References
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Transport | Beta (Quarterly) | Beta (Yearly) | p-Value | R2 Without Season. | R2 With Season. |
---|---|---|---|---|---|
Rail (domestic) | −0.24% | −0.95% | <0.005 | 0.4038 | 0.2031 |
Rail (international) | 0.42% | 1.70% | <0.005 | 0.5741 | 0.5555 |
Road (domestic) | 0.28% | 1.14% | <0.005 | 0.3552 | 0.0932 |
Road (international) | 1.90% | 7.80% | <0.005 | 0.9301 | 0.9195 |
Transport | Test for the Presence of Seasonality Assuming Stability | Moving Seasonality Test | |
---|---|---|---|
F-Value | Kruskal–Wallis Statistic | F-Value | |
Rail (domestic) | 58.705 * | 43.2204 * | 2.451 * |
Rail (international) | 6.412 * | 20.9272 * | 1.085 |
Road (domestic) | 65.536 * | 40.1355 * | 2.011 * |
Road (international) | 23.741 * | 30.5829 * | 0.912 |
Macro Variables | Beta (Quarterly) | Beta (Yearly) | p-Value | R2 Without Season. | R2 With Season. |
---|---|---|---|---|---|
GDP const. prices | 0.88% | 3.56% | <0.005 | 0.9786 | 0.8139 |
Export and import | 1.46% | 5.95% | <0.005 | 0.9727 | 0.9654 |
Oil Brent | −0.65% | −2.57% | 0.012 | 0.1096 | 0.1124 |
Diesel fuel | 0.54% | 2.17% | <0.005 | 0.2335 | 0.2315 |
Macro Variables | Test for the Presence of Seasonality Assuming Stability | Moving Seasonality Test | |
---|---|---|---|
F-Value | Kruskal–Wallis Statistic | F-Value | |
GDP const. prices | 939.650 * | 49.9520 * | 0.096 |
Export and import | 10.264 * | 33.8752 * | 1.574 |
Oil Brent | 0.952 | 6.3781 | 1.042 |
Diesel fuel | 1.969 | 6.7925 | 0.622 |
Macro Variables | Transport | |||
---|---|---|---|---|
Rail (Domestic) | Rail (International) | Road (Domestic) | Road (International) | |
GDP const. prices | −0.5596 | 0.8063 | 0.6420 | 0.9539 |
p = 0.000 | p = 0.000 | p = 0.000 | p = 0.000 | |
Export and import | −0.5420 | 0.8229 | 0.6440 | 0.9592 |
p = 0.000 | p = 0.000 | p = 0.000 | p = 0.000 | |
Oil Brent | 0.4761 | −0.0402 | 0.0627 | −0.4542 |
p = 0.000 | p = 0.767 | p = 0.643 | p = 0.000 | |
Diesel fuel | −0.1505 | 0.4981 | 0.4915 | 0.3430 |
p = 0.264 | p = 0.000 | p = 0.000 | p = 0.009 |
Macro Variables | Transport | |||
---|---|---|---|---|
d(Rail_ Domestic) | d(Rail_ International) | d(Road_ Domestic) | d(Road_ International) | |
d(GDP const. prices) | 0.3362 | 0.5586 | 0.3661 | 0.2457 |
p = 0.011 | p = 0.000 | p = 0.006 | p = 0.068 | |
d(GDP const. prices) (−1) | 0.0844 | −0.3736 | −0.1534 | −0.3311 |
p = 0.540 | p = 0.005 | p = 0.264 | p = 0.014 | |
d(Export and import) | 0.3643 | 0.6107 | 0.3363 | 0.3293 |
p = 0.006 | p = 0.000 | p = 0.011 | p = 0.013 | |
d(Export and import) (−1) | 0.1193 | −0.4075 | −0.0615 | −0.3127 |
p = 0.386 | p = 0.002 | p = 0.655 | p = 0.020 | |
d(Oil Brent) | 0.3556 | 0.4174 | 0.1337 | 0.0163 |
p = 0.007 | p = 0.001 | p = 0.326 | p = 0.905 | |
d(Oil Brent) (−1) | 0.2108 | −0.0327 | −0.0026 | −0.3381 |
p = 0.122 | p = 0.813 | p = 0.985 | p = 0.012 | |
d(Diesel fuel) | 0.1233 | 0.2066 | 0.0852 | −0.0055 |
p = 0.365 | p = 0.127 | p = 0.532 | p = 0.968 | |
d(Diesel fuel) (−1) | 0.0852 | 0.0534 | −0.0220 | −0.2379 |
p = 0.536 | p = 0.698 | p = 0.873 | p = 0.080 |
Independent Variables | Dependent Variable | Independent Variables | Dependent Variable |
---|---|---|---|
d(Rail_Domestic) | d(Rail_International) | ||
d(Rail_domestic) (−1) | −0.299354 | d(Rail_international) (−1) | 0.148958 |
(0.14434) | (0.16011) | ||
[−2.07398] | [0.93035] | ||
d(Rail_domestic) (−2) | −0.008783 | d(Rail_international) (−2) | 0.219924 |
(0.13966) | (0.16067) | ||
[−0.06289] | [1.36882] | ||
d(GDP const. prices) (−1) | −0.212924 | d(Export and import) (−1) | −0.763054 |
(0.36334) | (0.19610) | ||
[−0.58603] | [−3.89118] | ||
d(GDP const. prices) (−2) | −0.394517 | d(Export and import) (−2) | −0.213012 |
(0.38110) | (0.21055) | ||
[−1.03521] | [−1.01168] | ||
d(Oil Brent) (−1) | 0.151709 | d(Diesel fuel) (−1) | 0.269107 |
(0.05040) | (0.11407) | ||
[3.01020] | [2.35909] | ||
d(Oil Brent) (−2) | −0.086045 | d(Diesel fuel) (−2) | −0.236370 |
(0.05369) | (0.11012) | ||
[−1.60273] | [−2.14644] | ||
C | 0.000782 | C | 0.014298 |
(0.00719) | (0.00702) | ||
[0.10883] | [2.03637] | ||
R-squared | 0.293728 | R-squared | 0.324697 |
Independent Variables | Dependent Variable | Independent Variables | Dependent Variable |
---|---|---|---|
d(Road_Domestic) | d(Road_International) | ||
d(Road_domestic) (−1) | −0.709283 | d(Road_international) (−1) | −0.235191 |
(0.13862) | (0.14968) | ||
[−5.11666] | [−1.57127] | ||
d(Road_domestic) (−2) | −0.512563 | d(Road_international) (−2) | −0.066552 |
(0.13770) | (0.13784) | ||
[−3.72241] | [−0.48283] | ||
d(GDP const. prices) (−1) | 0.292942 | d(Export and import) (−1) | −0.292793 |
(0.67385) | (0.25459) | ||
[0.43473] | [−1.15006] | ||
d(GDP const. prices) (−2) | 0.499609 | d(Export and import) (−2) | 0.088799 |
(0.67347) | (0.26197) | ||
[0.74184] | [0.33897] | ||
d(Diesel fuel) (−1) | 0.093761 | d(Diesel fuel) (−1) | −0.123163 |
(0.19077) | (0.17199) | ||
[0.49148] | [−0.71612] | ||
d(Diesel fuel) (−2) | −0.098680 | d(Diesel fuel) (−2) | −0.142593 |
(0.18392) | (0.17304) | ||
[−0.53653] | [−0.82406] | ||
C | −0.002780 | C | 0.024618 |
(0.01259) | (0.01048) | ||
[−0.22080] | [2.34834] | ||
R-squared | 0.396802 | R-squared | 0.173254 |
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Przekota, G.; Szczepańska-Przekota, A. How Road and Rail Transport Respond to Economic Growth and Energy Prices: A Study for Poland. Energies 2024, 17, 5647. https://doi.org/10.3390/en17225647
Przekota G, Szczepańska-Przekota A. How Road and Rail Transport Respond to Economic Growth and Energy Prices: A Study for Poland. Energies. 2024; 17(22):5647. https://doi.org/10.3390/en17225647
Chicago/Turabian StylePrzekota, Grzegorz, and Anna Szczepańska-Przekota. 2024. "How Road and Rail Transport Respond to Economic Growth and Energy Prices: A Study for Poland" Energies 17, no. 22: 5647. https://doi.org/10.3390/en17225647
APA StylePrzekota, G., & Szczepańska-Przekota, A. (2024). How Road and Rail Transport Respond to Economic Growth and Energy Prices: A Study for Poland. Energies, 17(22), 5647. https://doi.org/10.3390/en17225647