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Design Method for Scalable Discrete Trigonometric Transforms (DTT) With Constant Geometry

机译:恒定几何缩放离散三角变换(DTT)的设计方法

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In this paper we present a hardware architecture suitable for implementing discrete trigonometric transforms (DTT) including popular fast Discrete Cosine (DCT) and Sine (DST) transforms. The design method is modular and uses predesigned components to construct a transform system. A data shuffle network structure is presented in this work and we will show how it is used in conjunction with a partial column structure to build and compute the transforms. The scalability is based only on the transform size and the number of processing elements (PE). The transform throughput is determined by the number of PE and its associated shuffle network size. In this work we use a scalable DCT-II algorithm with a constant geometry structure to present the design methodology., The design approach can be applied to implement other discrete trigonometric transforms with similar property.
机译:在本文中,我们提出了一种适合于实现离散三角变换(DTT)的硬件架构,包括流行的快速离散余弦(DCT)和正弦(DST)变换。设计方法是模块化的,并使用预测的组件构建变换系统。在这项工作中介绍了数据Shuffle网络结构,我们将展示如何与部分列结构结合使用以构建和计算变换。可伸缩性仅基于变换大小和处理元素的数量(PE)。变换吞吐量由PE的数量及其相关的Shuffle网络大小确定。在这项工作中,我们使用具有恒定几何结构的可扩展DCT-II算法来呈现设计方法。,可以应用设计方法来实现具有类似性质的其他离散三角变换。

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