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This post was last edited by xiouxingzhe on 2026-6-11 at 11:46. Seven stages of chemical technology from idea to industrialization (Issue 28/100) —— Technology development: Scaling up sensitivity experiments. Dear friends: Hello everyone! In the previous issue, we discussed pilot plant construction and operation; the facility is now running, and steady-state data is available. In this issue, we will discuss a step that is easily overlooked during the pilot-scale phase but is crucial for subsequent scale-up design: scale-up sensitivity experiments. I. Why is this issue important? The core challenge in reactor scaling has been mentioned repeatedly earlier: no scaling criterion can maintain all physical similarities at the same time. Equal volume power was selected; the mixing effect was maintained, but the Reynolds number changed ; With geometric similarity, the ratio of heat transfer area to volume drops sharply. The choice of amplification criterion is essentially a matter of trade-offs – for your specific reaction system, which physical quantity is the controlling one? This judgment cannot be based on intuition; one must turn to experimental data to find the answer. The purpose of the scale-up sensitivity experiment is to deliberately change those engineering and physical conditions that affect the scale-up effect on a pilot plant, and to quantitatively determine the sensitivity of the reaction results to these changes. I’ve seen more than one project where the scaling criteria were chosen incorrectly – geometric similarity scaling was used for reactions that are sensitive to mixing, and as a result the yield of the industrial-scale process was nearly 10 percentage points lower than that in the pilot scale tests ; Reactions sensitive to heat transfer only ensure similar mixing, resulting in an inability to control the temperature in industrial plants. For these issues, most of them can be detected in advance if scale-up sensitivity experiments are conducted during our pilot stage. II. It is not the same as experiments on condition optimization. At this point, some people might ask: Didn’t the 22nd issue discuss reaction condition optimization as well? In that case, parameters were changed to observe the results – what is the difference between that and the sensitivity amplification experiments discussed in this issue? The difference lies in the fact that the “parameters” of the transformation are fundamentally different. In the condition optimization experiments, it was the process parameters themselves that were changed – the temperature was adjusted from 180 to 200, the ratio was changed from 1:1 to 1:1.2, and the residence time was increased from 2 hours to 3 hours. These changes alter the thermodynamic or kinetic conditions of the reaction, directly affecting the reaction itself. In the sensitivity experiment for amplification, it is not the process parameters that change, but rather the engineering physical conditions – at the same temperature and the same ratio, the stirring speed is reduced from 200 to 160, the temperature difference for heat exchange is decreased by 30%, and the width of the residence time distribution is increased. These changes do not alter the nature of the reaction, but they change the physical environment experienced by the materials inside the reactor. To give an example. The condition optimization experiment asks, \"At what temperature does this reaction yield the highest yield\"” ; The sensitivity experiment to scaling up asks, \"If the mixing effect is not as good in a larger reactor as it is in a smaller one, by how much will the yield decrease?\" The two questions are of different natures, and the purposes of their answers also differ. The results of condition optimization guide the setting of the operation window, while the results of sensitivity analysis guide the scale-up design of the reactor. III. How to conduct the experiment: The core idea of the amplification sensitivity experiment is to use a pilot-scale setup to sequentially change the physical conditions that may affect the amplification effect, altering only one variable at a time while keeping all other conditions constant, and then quantitatively observing the changes in the key performance indicators of the reaction. Experiments can be designed from the following dimensions. Mixed intensity sensitivity. In the pilot-scale reactor, the mixing intensity was adjusted within a certain range by changing the stirring speed or the arrangement of the mixing elements, and the changes in conversion rate and selectivity were observed. For example, based on the normal operating speed, it is reduced by 20% and 40% respectively; complete performance data is collected after the system has operated stably for a sufficient length of time under each condition. If the rotation speed is reduced by 20%, the selectivity drops significantly, indicating that mixing intensity is the controlling physical parameter in this system – priority must be given to ensuring good mixing when scaling up. Sensitivity to heat transfer capacity. By changing the jacket temperature or the flow rate of the cooling medium, operating conditions with reduced heat transfer capacity are simulated, and the changes in reaction temperature and product distribution are observed. If the heat transfer capacity decreases slightly, the reaction temperature experiences significant fluctuations or local hot spots, which indicates that heat transfer is the governing factor – when scaling up, it is necessary to ensure an adequate heat transfer capacity per unit volume first. Sensitivity of residence time distribution. In a continuous reactor, by changing the feed flow rate or operating liquid level, the average residence time and the width of the residence time distribution of the material are altered, in order to observe the changes in the product distribution. If even slight changes in residence time lead to a significant increase in by-products, it indicates that the residence time distribution is critical – when scaling up, it is essential to ensure that the residence time distribution remains consistent with that in the pilot scale process. Phase boundary area or mass transfer sensitivity. For multiphase systems such as gas-liquid reactions and liquid-liquid reactions, the gas content and interphase area are adjusted by changing the pore size of the gas distributor, the type of stirrer, or the ventilation volume, in order to observe changes in reaction rate and selectivity. If mass transfer is the controlling factor, phase interface area and volumetric mass transfer coefficients must be given priority when scaling up. IV. Several points to note during implementation: Amplification sensitivity experiments cannot yield reliable data simply by being conducted \"as an extra step\" alongside regular calibration; there are several key aspects of implementation that deserve attention. Only one variable is changed at a time, with all other conditions kept strictly constant. This is what distinguishes sensitivity experiments from conventional optimization: optimization experiments aim to find better operating points by allowing multiple variables to be adjusted simultaneously ; Sensitivity experiments aim to establish a clear causal relationship, and it is necessary to strictly control the variables. Each condition requires sufficient time to reach stability. In experiments involving temperature and residence time, it may take several hours or even longer for the system to reach a new steady state. Data cannot be collected before stability is achieved; otherwise, what is obtained is not the true performance under those conditions, but rather an instantaneous state during the transition period. Focus on recording those indicators that are most sensitive to amplification, not just the yield. Changes in the reaction temperature distribution, changes in the by-product spectrum, and changes in the pressure drop across the catalyst bed – changes in these parameters often reflect the scaling effects earlier and more sensitively than yield changes. Often, the most important discoveries lie in changes in the by-products – a sudden increase in the amount of a certain by-product may indicate local hot spots or uneven concentrations, which are direct signs of insufficient mixing or heat transfer. Experimental results should be presented in a quantitative manner. It should not be a qualitative description such as \"the change in stirring speed has a significant impact on the yield,\" but rather a quantitative conclusion like \"when the stirring speed is reduced by 30%, the yield drops from 92% to 85%, while the amount of by-product C increases from 1.5% to 4.2%.\" V. How to Use the Results: The results of the amplification sensitivity experiments should be presented in the form of a \"Summary of Amplification Sensitivity\", as a separate chapter within the pilot-scale data package. This summary should include, at a minimum, the range of variation for each experimental dimension, the main performance changes, sensitivity assessments, and guidance for scaling up the design. For example, since the sensitivity to mixed strength is low, the requirements for mixing can be relaxed appropriately when scaling up ; The sensitivity to heat transfer capacity is moderate to high; when scaling up, it is necessary to ensure that the heat exchange area per unit volume is not lower than the pilot plant level. These judgments will be directly translated into guidelines for the amplification design. Mixed-sensitive – amplified with equal mixing time or equal volume power. Heat transfer-sensitive — scale up using an equal heat transfer area-to-volume ratio, or add heat exchange facilities inside the reactor. Sensitive to residence time distribution — amplified using equal Pe number. Mass-transfer sensitive — amplified using the equal-volume mass transfer coefficient. Clearly indicate in the data packet which parameters are “amplification-sensitive” and which are “amplification-insensitive”. Sensitive; priority must be given to ensuring this when zooming in ; It is insensitive; appropriate relaxation can be applied during scaling in exchange for ease in equipment manufacturing and cost control. These judgments serve as the core basis for reactor design when entering the fourth phase of process package preparation. Preview for the next issue: Issue 29 – Pilot-scale calibration and data packages – Data quality determines everything that follows. The sensitivity experiments have been completed, and it is now clear which physical quantity plays a controlling role. Next is the most important deliverable in the pilot stage—the pilot data package. How to develop a calibration plan, how to calculate material balance and energy balance, and what are the quality standards for data packages. To be continued in the next issue.