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MODELING THE THERMAL EVOLUTION DURING HELIUM LEAKAGE IN A VERTICAL STEEL ENCASED CONCRETE CYLINDER

机译:模拟立式钢管混凝土圆柱内氦泄漏过程中的热演化

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Concrete cask storage systems used in dry storage allocate spent fuel within containers that are usually filled with helium at a certain pressure. Potential leaks from the container would result in a cooling degradation of fuel that might jeopardize fuel integrity if temperature exceeded a threshold value. According to Interim Staff Guidance, temperatures below 673 K ensure fuel integrity preservation. Therefore, the container thermal response to a loss of leaktightness is of utmost importance in terms of safety. This work develops a methodology capable of estimating peak fuel temperatures and heat up rates resulting from a postulated depressurization in a dry storage cask. The methodology is based on a linear relationship between the inner pressure and maximum temperature and on stationary Computational Fluid Dynamics (CFD) calculations. The methodology is to be verified through comparisons to actual transient CFD calculations. The period of time to achieve the temperature is a function of pressure loss rate and decay heat stored in the container; in case of a fuel canister with iOkWthe period of time to reach the thermal limit takes between half day (fast pressure loss) and one week (slow pressure loss). In case of a reduction of the decay heat (15 %), the period of time to achieve the thermal limit increase up to a few weeks. The results highlight that casks with heat loads below 20 kW would never exceed the thermal threshold (673 K).
机译:干存储中使用的混凝土桶存储系统将乏燃料分配到通常在一定压力下充满氦气的容器内。来自容器的潜在泄漏将导致燃料的冷却降级,如果温度超过阈值,则可能会损害燃料的完整性。根据《临时员工指南》,低于673 K的温度可确保燃料完整性。因此,就安全性而言,容器对密封性损失的热响应是最重要的。这项工作开发了一种方法,该方法能够估算由干式储存桶中假定的降压导致的峰值燃料温度和升温速率。该方法基于内部压力和最高温度之间的线性关系以及固定的计算流体力学(CFD)计算。该方法应通过与实际瞬态CFD计算的比较来验证。达到温度的时间段是压力损失率和储存在容器中的衰减热量的函数;如果燃料罐的功率为iOkW,则达到热极限的时间为半天(压力损失较快)至一星期(压力损失较慢)之间。如果减少了衰减热量(15%),则达到热极限的时间将增加数周。结果表明,热负荷低于20 kW的木桶永远不会超过热阈值(673 K)。

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