Strategies for the Construction of Vernacular Landscape in Urban Gardens

Vernacular landscape is the carrier of traditional techniques and local culture.The construction of vernacular landscape has gradually become the basic direction of modern urban garden design.Based on the analysis of the extraction and application of vernacular landscape elements,the application forms and design principles of each element in urban gardens are pointed out.At the same time,taking the artistic expression method of integrating vernacular landscape elements into garden landscape as the starting point and combining with case analysis,the design principles and main planning points of building vernacular landscape are put forward,and some strategies for the construction and protection of vernacular landscape in the planning of garden landscape in different regions are proposed.

Stochastic simulation of fluid flow in porous media by the complex variable expression method

A stochastic simulation of fluid flow in porous media using a complex variable expression method （SFCM） is presented in this paper. Hydraulic conductivity is considered as a random variable and is then expressed in complex variable form, the real part of which is a deterministic value and the imaginary part is a variable value. The stochastic seepage flow is simulated with the SFCM and is compared with the results calculated with the Monte Carlo stochastic finite element method. In using the Monte Carlo method to simulate the stochastic seepage flow field, the hydraulic conductivity is assumed in three different probability distributions using random sampling method. The obtained seepage flow field is examined through skewness analysis, and the skewed distribution probability density function is given. The head mode value and the head comprehensive standard deviation are used to represent the statistics of calculation results obtained by the Monte Carlo method. The stochastic seepage flow field simulated by the SFCM is confirmed to be similar to that given by the Monte Carlo method from numerical aspects. The range of coefficient of variation of hydraulic conductivity in SFCM is larger than used previously in stochastic seepage flow field simulations, and the computation time is short. The results proved that the SFCM is a convenient calculating method for solving the complex problems.