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After conducting experiments and data co ‘rom the research data of the water wheel und rariety of b ised was 8 and each measurement was taken 7 02 ms/d 0 d)=1m;1 ades (flat, curved and bent). In the .14 and to support data collection, 1 lection, the data obtained are then processed. ershot, data collection was carried out with a data collection process, the number of buckets times. The water height is varied starting from is known that the diameter of the waterwheel The radius of the waterwheel(r)= 0.5 m; The width of the blade of the waterwheel 1) = 0.07 m; Waterwheel blade height(t) = 0.04 m;length Bucket (p) = 0.11 m;diameter 3ucket(d) = 0.007 m; distance between blades n; accelera ion due to gravity (g) = 9.81 m/s’; t) = 0.21 m; the width of the wheel (1) = 0.07 Time (t)= 2 s; Bucket volume (Vb) = 0.00128 n?; Volume (V) = 0.0189 m?; wheel rotational speed (n) = 1.467 put/s; Channel width (1) = 15m; Wh eel radius (r) = 0.5 m Figure 3. Graph of the relationship between (a) the flow of water to the rotation of the waterwheel; (b) the flow rate of water to the ratio between efficiency and flow of water to the power of the waterwheel; (c) the flow rate of the water to the water discharge in the bucket; (d) water flow rate on water wheel efficiency

Figure 3 After conducting experiments and data co ‘rom the research data of the water wheel und rariety of b ised was 8 and each measurement was taken 7 02 ms/d 0 d)=1m;1 ades (flat, curved and bent). In the .14 and to support data collection, 1 lection, the data obtained are then processed. ershot, data collection was carried out with a data collection process, the number of buckets times. The water height is varied starting from is known that the diameter of the waterwheel The radius of the waterwheel(r)= 0.5 m; The width of the blade of the waterwheel 1) = 0.07 m; Waterwheel blade height(t) = 0.04 m;length Bucket (p) = 0.11 m;diameter 3ucket(d) = 0.007 m; distance between blades n; accelera ion due to gravity (g) = 9.81 m/s’; t) = 0.21 m; the width of the wheel (1) = 0.07 Time (t)= 2 s; Bucket volume (Vb) = 0.00128 n?; Volume (V) = 0.0189 m?; wheel rotational speed (n) = 1.467 put/s; Channel width (1) = 15m; Wh eel radius (r) = 0.5 m Figure 3. Graph of the relationship between (a) the flow of water to the rotation of the waterwheel; (b) the flow rate of water to the ratio between efficiency and flow of water to the power of the waterwheel; (c) the flow rate of the water to the water discharge in the bucket; (d) water flow rate on water wheel efficiency

Related Figures (2)

Figure 1. Undershot waterwheel [3]
Figure 1. Undershot waterwheel [3]
Figure 2. Laboratory scale undershot waterwheel model The design of the water channel on the undershot waterwheel can be seen in the imagt below:
Figure 2. Laboratory scale undershot waterwheel model The design of the water channel on the undershot waterwheel can be seen in the imagt below:
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