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Dam types and forces on gravity dam

Short answer

A dam is a barrier storing or diverting water. Types include storage/diversion, overflow/non-overflow, concrete/earthfill, gravity/arch/embankment. Forces on gravity dams: self weight, water pressure, uplift, silt, wave, earthquake, ice and wind.

What do you mean by dam? Enlist types of dam based on various criteria. Write the possible forces acting on gravity dam with a neat sketch.

Dam

A dam is a barrier built across a river or stream to store water, raise its level or divert it. The stored water is used for hydropower, irrigation, water supply and flood control.

Types of dams

CriterionTypes
FunctionStorage dam, diversion dam (weir/barrage), detention (flood) dam, debris dam, coffer dam
Hydraulic designOverflow dam (spillway section), non-overflow dam
MaterialRigid: concrete, masonry, steel, timber; Non-rigid: earthfill, rockfill
Structural actionGravity, arch, buttress, embankment (earth/rockfill)
HeightLow (up to 30 m), medium (30–100 m), high (> 100 m); ICOLD defines a "large dam" as one 15 m or more high
PurposeSingle purpose, multipurpose

Examples in Nepal: Kulekhani (rockfill storage dam), Kaligandaki A (concrete gravity diversion dam).

Forces acting on a gravity dam

          crest
   ~~~~~ +---+  <- wave pressure Pw
   |     |   |\
 Pi ->   |   | \  <- wind
   |     | W |  \    W = self weight
 P1 ->   |   |   \   (+ EQ: aW horizontal)
   |     |   | W2 \
 Ps ->   |   |     \  ~~~~ tailwater
 (silt)  |   |      \  <- P2
         +---+-------+ toe
  heel   ^  ^  ^  ^  ^
         U (uplift)
  1. Self weight (W): main stabilising force, W=γc×W = \gamma_c \times area, at the centroid.
  2. Upstream water pressure: P1=12γwh12P_1 = \frac{1}{2}\gamma_w h_1^2 at h1/3h_1/3; plus water weight on a sloping upstream face.
  3. Tailwater pressure: P2=12γwh22P_2 = \frac{1}{2}\gamma_w h_2^2 acting upstream, plus water weight on the downstream slope.
  4. Uplift pressure (U): upward seepage pressure on the base, from Cγwh1C\gamma_w h_1 at heel to γwh2\gamma_w h_2 at toe; reduced by drainage galleries.
  5. Silt pressure: Ps=12γsubhs2KaP_s = \frac{1}{2}\gamma_{sub}h_s^2K_a.
  6. Wave pressure: Pw=2γwhw2P_w = 2\gamma_w h_w^2 at 3hw/83h_w/8 above water level.
  7. Earthquake forces: inertia force αhW\alpha_h W on the dam and hydrodynamic water pressure (Westergaard/Zanger).
  8. Ice and wind pressure: ice thrust in cold regions; wind usually neglected.

✓ Answer checked by Claude Opus 5.5 (high effort)

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