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Integral bridges are preferred in modern transport infrastructure due to their robust, jointless configuration, which enhances durability and reduces maintenance requirements and cost compared with conventional jointed bridges (Caristo et al., 2018). By eliminating bearings and expansion joints, they offer significant long-term advantages in terms of cost efficiency, safety and service continuity. However, these same attributes introduce new design complexities, particularly regarding soil–structure interaction (SSI), thermal effects and long-term structural behaviour.

As our transport infrastructure demands shift towards resilience and sustainability, integral bridges represent an important opportunity – but also a design challenge. Resilience in this context refers not only to structural robustness under cyclic and extreme loads but also to the system’s ability to absorb and adapt to environmental and operational changes over time. Meanwhile, sustainability demands design solutions that reduce embodied carbon dioxide, optimise materials and minimise whole-life impacts.

This themed issue explores these intersecting challenges through a set of studies. The included papers tackle critical issues such as strain ratcheting in backfill soil, the influence of compaction variability, modelling refinements to soil pressure estimation and the integration of novel detailing and experimental validation. Together, they demonstrate how advancing our understanding of integral bridge behaviour – both structurally and geotechnically – can help build infrastructure that is not only technically sound but also more resilient to disruption and sustainable over its lifecycle.

The paper by de La Cuesta Padilla et al. (2025) provides an in-depth design case study of the Nant Ffrwd mainline bridges in South Wales, featuring 70 m long integral structures with 19 m tall abutments. It introduces a practical refinement to the calculation of enhanced earth pressures (K*) by iteratively accounting for abutment flexibility and soil stiffness. This methodology led to a 58% reduction in estimated earth pressures and substantial material savings, demonstrating how thoughtful calibration against real structural stiffness can enhance both economy and sustainability of integral bridge design.

Morley et al. (2025) explore the ratcheting mechanism of soil behind integral abutments using centrifuge modelling (Figure 1). Their experimental campaign successfully simulated the behaviour of backfill under cyclic thermal loading and evaluated how different configurations – soil density, abutment flexibility and foundation fixity – affect stress build-up. Notably, they confirm that stiffer abutments mobilise deeper soil pressures, while flexible systems concentrate earth pressures closer to the surface. Their findings challenge oversimplified design assumptions and reinforce the importance of advanced physical modelling in refining design standards, including parametric studies that can support the use and structural efficiency of integral bridges towards more resilient transport networks.

Figure 1.
A diagram displays a soil testing apparatus showing dimensions and components, including an actuation system and pressure transducer. The adjacent image shows a close-up of the soil setup.The diagram depicts a soil testing apparatus, illustrating various components such as an actuation system, stiffening bar, and Tekscan pressure transducer. The dimensions are annotated, indicating the height of 560 millimetres and width of 790 millimetres. Additionally, the backfill soil, described as silica sand with varying relative density, is shown with specific measurements. Different sections such as the spacer block and embedment soil are also annotated. To the right, a close-up image of the soil setup presents a detailed view of the arrangement, highlighting a vertical bar with perforations embedded in the sand, positioned adjacent to the soil.

(a) Schematic diagram of integral bridge centrifuge model. (b) Soil settlements observed following displacement cycles (Morley et al., 2025)

Figure 1.
A diagram displays a soil testing apparatus showing dimensions and components, including an actuation system and pressure transducer. The adjacent image shows a close-up of the soil setup.The diagram depicts a soil testing apparatus, illustrating various components such as an actuation system, stiffening bar, and Tekscan pressure transducer. The dimensions are annotated, indicating the height of 560 millimetres and width of 790 millimetres. Additionally, the backfill soil, described as silica sand with varying relative density, is shown with specific measurements. Different sections such as the spacer block and embedment soil are also annotated. To the right, a close-up image of the soil setup presents a detailed view of the arrangement, highlighting a vertical bar with perforations embedded in the sand, positioned adjacent to the soil.

(a) Schematic diagram of integral bridge centrifuge model. (b) Soil settlements observed following displacement cycles (Morley et al., 2025)

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Bennison et al. (2025) examine a complex integral and semi-integral bridge system built on continuous secant piled walls. The study tackles challenges arising from skewed configurations and groundwater ingress. A novel semi-integral detailing approach is proposed to manage water ingress and reduce soil pressures at the back of abutments. Additionally, the authors demonstrate the effectiveness of non-linear springs (derived from geotechnical models) in structural analysis, showing good agreement with traditional iterative SSI methods. This proposal streamlines the SSI modelling process and has direct implications for more efficient future designs.

Finally, Laaksonen and Mäntyranta (2025) present experimental findings from the integral bridge simulator, focusing on the impact of soil compaction ratios and flexible materials on the response of stub-type end screens. Their tests showed that higher compaction ratios lead to stiffer responses and higher mobilised pressures, while compressible layers such as geofoam can reduce strain ratcheting and promote displacement symmetry. The experimental results were cross-validated with long-term monitoring data from a Finnish bridge, offering valuable insight into how lab-scale results translate to field conditions.

This themed issue showcases the breadth of challenges and innovations shaping the design of integral bridges. From empirical and centrifuge-based validations to iterative and non-linear modelling strategies, the collected works underscore a key message: SSI must be understood as a coupled, dynamic process rather than a static approximation.

As bridge designs continue to evolve in complexity – spanning longer distances, coping with more aggressive environments and aiming for carbon efficiency – the insights presented here provide both a foundation and a forward-looking vision. We hope these contributions inform practitioners and inspire further research to refine the safe, sustainable and cost-effective use of integral bridge systems.

Bennison
J
,
Paunescu
I
,
Kokkinou
A
,
Delgado
C
and
Daskalopoulos
D
(
2025
)
Case study of adjacent integral bridges supported on continuous secant piled walls
.
Proceedings of the Institution of Civil Engineers – Bridge Engineering
178
(4)
:
390
400
, .
Caristo
A
,
Barnes
J
and
Mitoulis
SA
(
2018
)
Numerical modelling of integral abutment bridges under seasonal thermal cycles
.
Proceedings of the Institution of Civil Engineers – Bridge Engineering
171
(3)
:
179
190
, .
de La Cuesta Padilla
JL
,
Mirehsan
R
and
Guan
W
(
2025
)
Design of the Nant Ffrwd mainline bridges with flexible integral frame abutments
.
Proceedings of the Institution of Civil Engineers – Bridge Engineering
178
(4)
:
361
372
, .
Laaksonen
A
and
Mäntyranta
L
(
2025
)
Integral bridge simulator – test series and comparison with design models and bridge monitoring results
.
Proceedings of the Institution of Civil Engineers – Bridge Engineering
178
(4)
:
401
414
, .
Morley
DG
,
Madabhushi
GSP
,
Sakufiwa
D
and
Thusyanthan
I
(
2025
)
Investigation into soil ratcheting behind integral bridges using centrifuge modelling
.
Proceedings of the Institution of Civil Engineers – Bridge Engineering
178
(4)
:
373
389
, .
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