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A型梳子壩防治土石流功效之試驗

Experiments on Preventing Debris-Flow by A-type Slit Dam

摘要


本試驗為明瞭A型梳子壩對於土石流之調節功效,乃利用室內渠槽試驗,探討A型梳子壩開口間隔之設計,對於防治土石流功效之影響。茲將本試驗所得之結果說明如下:1.A型梳子壩之開口間隔b會影響土石流尖峰濃度;開口間隔愈小,則過壩後之土石流濃度愈低。由土石流之尖峰土砂濃度Cp對b/dmax値之迴歸關係式為:Cp = 0.3486(b/dmax)^(0.339259),r=0.7278^(..)式中,dmax為土石流最大粒徑。2.A型梳子壩之開口間隔b會影響壩體之貯砂效果;由壩體之貯砂率R(%)對b/dmax之迴歸關係式如下:R = 0.414148-0.87954 log(b/dmax),r = 0.8215^(..)3.A型梳子壩之開口間隔b會影響土石流尖峰流量;由土石流尖峰流量Qp和供水流量Qw之比値Qp/Qw對b/dmax值,進行迴歸分析,所得之迴歸關係如下:Qp/Qw = 1.273172 + 0.550243(b/dmax)-0.7185^(..)4.A型梳子壩可分離土石流之粗礫石,而將土石流之集體搬運型態轉化為一般土砂流出狀態;其中dm'/dm對b/dmax之迴歸關係式如下:dm'/dm = 0.6991(b/dmax)^(0.502914),r = 0.7394^(..)5.當b/dmax之值小於1.5以下,則壩體較顯著之貯砂效果,而當b/dmax小於2以下,則壩體有分離土石流粗礫石之功效。6.在設計A型梳子壩時,若礫石粗細懸殊,宜考慮其分離效果;否則應以貯砂效果為著眼。

並列摘要


In order to realize tile effect of the A-type slit dam on controlling debris-flow, Г aimed at investigating how the widths of the slit dam would influence the prevention of debris- flow in laboratory experiments and establishing their relationship. The results of this study were as follows: 1. Different slit widths of A-type dam would influence the peak debris-flow concentration, and the relationship between them can be given by the following regression equation: Cp= 0.3486 (b/d_(max))^(0,339259), r = 0.7278** where d_(max) is the maximum grain-size of debris-flow. 2. The slit width of A-type slit dam would influence the proportion of sediment capacity, and the relationship between them can be given by the regression equation: , R =0.414148 - 0.87954log (b/d_(max)), r =0.8215** . 3. The peak debris-flow discharge is influenced by the slit width of the A-type slit dam, the relationship between Q_p/Q_w and b/d_(max) can be given by the following regression equation: Qp/Qw = 1.273173 +0.550243 (b/d_(max)), r = 0.7185** where Q_p is the peak debris-flow discharge and Q_w is the discharge of water-supplier, 4. Due to the effect of trapping rough gravel of the debris-flow, the A-type slit dam can transfer the type of mass movement of debris-flow into tractive flow, the relationship between d_m'/d_m and b/d_(max) is given by the following regression equation: d_m'/d_m = 0.6991 (b/d_(max))^(0.502914), r =0.7394** where d_m' and d_m are the mean grain-size of the discharged sediment and the experimental sample respectively. 5. The A-type slit dam is more effective in catching sediment when b/d_(max) ≤ 1.5 and in trapping rough gravel of debris-flow when b/d_(max) ≤2. 6. If the difference of diameter between gravel is big, the design of the A-type slit dam is suggested to consider the effect of trapping rough gravel: otherwise to consider the effect of reserving sediment.

被引用紀錄


侯仁傑(2006)。颱風對溪頭神木坑斷面變化之調查研究〔碩士論文,國立臺灣大學〕。華藝線上圖書館。https://doi.org/10.6342/NTU.2006.01140
陳盈男(2005)。梳子壩流量公式之研究〔碩士論文,國立臺灣大學〕。華藝線上圖書館。https://doi.org/10.6342/NTU.2005.10386
曾耀生(2005)。土石流通過梳子壩之水理特性研究〔碩士論文,國立臺灣大學〕。華藝線上圖書館。https://doi.org/10.6342/NTU.2005.02490
陳妮祺(2011)。數值模擬水槽試驗於土石流攔阻堆積之研究〔碩士論文,朝陽科技大學〕。華藝線上圖書館。https://www.airitilibrary.com/Article/Detail?DocID=U0078-1511201110382832

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