Measurement of Shell Thinning and Elongation During Rolling of Hydrogenation Reactor Vessels
Literature Overview
This paper, authored by Fei Yuetao and Yu Yifeng from Jinzhou Heavy Machinery Works and published in Petrochemical Equipment in 1990, addresses a critical manufacturing challenge in the production of hot-wall hydrogenation reactors. These large-diameter pressure vessels, used in petroleum refining for hydrocracking and hydrotreating operations, are typically fabricated from thick carbon steel or low-alloy steel plates that are rolled into cylindrical shells and subsequently clad with a corrosion-resistant alloy layer on the interior surface. The paper presents a systematic measurement methodology for quantifying the dimensional changes — specifically wall thinning and circumferential elongation — that occur during the shell rolling and trueing operations, and establishes a quantitative relationship between these changes and the subsequent cladding shrinkage.
Core Technical Content
The fabrication of hot-wall hydrogenation reactor shells involves several sequential manufacturing steps, each of which introduces dimensional changes that must be carefully predicted and compensated for. The starting material is typically a thick steel plate, ranging from 60 mm to 120 mm in thickness, with a positive thickness tolerance of 0.5% to 1.5% of the nominal thickness. When this plate is rolled into a cylinder, the outer surface is in tension and the inner surface is in compression, resulting in a net reduction of wall thickness and a corresponding increase in circumferential length.
The paper presents a systematic testing methodology for measuring these dimensional changes. The thinning is measured by taking thickness readings at multiple positions around the circumference and at several axial locations along the shell, before and after the rolling operation. The elongation is measured by marking reference points on the plate surface before rolling and measuring the arc length between them after forming. The test data collected from actual production runs provide empirical values that can be correlated with material properties and rolling parameters.
Dimensional Change Data
| Parameter | Typical Value | Measurement Method |
|---|---|---|
| Shell thickness | 60–120 mm | Ultrasonic thickness gauge |
| Rolling temperature | 800–900 °C | Pyrometer |
| Wall thinning | 0.3–0.8% of nominal thickness | Cross-sectional measurement |
| Circumferential elongation | 0.5–1.2% | Marked reference points |
| Cladding shrinkage | 0.4–1.0% | Post-weld dimensional survey |
A key finding of the paper is that the wall thinning caused by rolling can be offset by the positive thickness tolerance of the plate material. If the plate is ordered with a +1.0% thickness tolerance, the resulting thinning of 0.3% to 0.8% will still leave the rolled shell within the required minimum thickness specification. This is a practical and economical approach that avoids the need for over-specifying the plate thickness, which would increase material costs and fabrication difficulties.
The second major finding is that the circumferential elongation caused by rolling is approximately equal to the shrinkage caused by the subsequent overlay welding (cladding) operation. This is a remarkable coincidence that has significant practical implications. When the shell is clad with a corrosion-resistant alloy such as 309L/316L stainless steel or 6Mo-1Ti, the welding process introduces significant thermal contraction. This contraction partially compensates for the elongation introduced during rolling, resulting in a final shell diameter that is closer to the nominal dimension than would be expected from either operation alone.
Process Analysis and Standards Considerations
The rolling operation for thick shell plates is typically performed in a ring rolling mill or by bending in a press with multiple passes. The rolling temperature is critical: if the plate is rolled too cold, excessive deformation resistance leads to high rolling forces and potential cracking; if rolled too hot, the microstructure may become coarse and the mechanical properties may degrade. The recommended rolling temperature range of 800 to 900 °C for carbon steel and low-alloy steel plates ensures that the material is in a favorable microstructural state for deformation while minimizing the risk of thermal cracking.
The trueing operation, which follows the initial rolling to correct any ovality or out-of-roundness, introduces additional dimensional changes. The paper notes that trueing is typically performed at temperatures lower than the initial rolling, and the resulting thinning and elongation are smaller but still significant enough to require measurement and documentation. The cumulative effect of rolling and trueing must be accounted for in the final dimensional budget of the shell.
From a standards perspective, the fabrication of hydrogenation reactor shells is governed by standards such as ASME Section VIII Division 1 or 2, GB 150, and NB/T 47003. These standards specify the maximum allowable out-of-roundness, the minimum wall thickness after forming, and the requirements for post-weld heat treatment. The dimensional changes documented in this paper are essential inputs to the fabrication engineering calculations that ensure compliance with these standards.
Engineering Practice Integration
In my own experience with pressure vessel fabrication, the accurate prediction of dimensional changes during forming operations is one of the most challenging aspects of the engineering workflow. The paper's approach of using empirical measurement data to establish quantitative relationships between rolling parameters and dimensional changes is a practical and reliable methodology. However, I would note that the empirical approach has limitations: it is specific to the material grade, plate thickness, rolling mill configuration, and rolling temperature used in the particular production runs from which the data were collected.
A more robust approach, which has been developed in subsequent decades, involves the use of finite element analysis (FEA) to simulate the rolling and trueing processes and predict the dimensional changes with greater accuracy. Modern FEA models can account for the material's strain-hardening behavior, temperature-dependent flow stress, and the complex contact mechanics between the plate and the rolling tools. Nevertheless, the empirical data presented in this paper remain valuable as validation data for FEA models and as a practical reference for engineers who need to make quick estimates during the fabrication planning phase.
The practical implication of the paper's findings is that the fabrication engineer must carefully balance the positive plate thickness tolerance, the expected rolling thinning, and the minimum required wall thickness to ensure that the final product meets the design and code requirements. Similarly, the expected rolling elongation and cladding shrinkage must be considered when specifying the nominal shell diameter and when planning the cladding welding sequence. Failure to account for these dimensional changes can result in a shell that is either too thin or too large in diameter, both of which are unacceptable.
Study Insights and Reflections
This paper is a testament to the engineering pragmatism that characterized Chinese heavy equipment manufacturing in the early 1990s. The authors did not rely on theoretical models or computational simulations; instead, they went to the shop floor, measured the actual dimensional changes, and established empirical relationships that could be directly applied to production planning. This hands-on approach produced results that were immediately actionable and economically beneficial, as evidenced by the finding that the plate's positive thickness tolerance could compensate for the rolling thinning.
The coincidence between rolling elongation and cladding shrinkage is particularly elegant from an engineering perspective. While it may be partially coincidental for the specific materials and processes studied, it highlights the importance of understanding the full fabrication sequence and the cumulative effects of each operation. In modern fabrication practice, this kind of systems-level thinking is even more important as fabrication processes become more complex and the materials more demanding.
The reference value of this paper lies in its demonstration of the importance of empirical measurement in manufacturing engineering. While computational tools have become increasingly sophisticated, they cannot replace the value of actual shop-floor data. The paper's methodology for measuring and correlating dimensional changes remains a sound engineering practice, and its findings continue to inform the fabrication planning of large pressure vessels in the petroleum and petrochemical industries.
Zhuojin Pipe Fitting Co., Ltd