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1.
N. V. Khanov 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1997,31(11):694-698
Model studies of the hydraulic operating conditions of an eddy tunnel outlet with an inclined shaft showed that:
Translated from Gidrotekhnicheskoe Stroitel'stvo, No. 11, pp. 41–44, November, 1997. 相似文献
– | for regimes without delivery of air into the flow core with swirler parameterA=1.1 and with delivery of air for all values ofA, submergence of the outlet section of the conduit in the lower pool noticeably affects the size of the core and promotes the formation of a hydraulic jump zone along the tunnel; |
– | insignificant (in value) submergences of the exit section of the tunnel have little effect on the discharge capacity of the outlet (their differences is Δ=1.4% forA=0.6, Δ=2.71% forA=1.1, and submergence even increases the discharge of the outlet Δ=0.8% forA=0.83). |
– | delivery of air into the flow core has little effect on the discharge capacity of the structure, with the exception of the layout with a swirler withA=0.6 (Δ=4.31% forA=0.6, Δ=0.5%, and Δ=0.9% forA=1.1); |
– | considerable vacuums are observed for regimes without air in the flow core, the absolute values of which with increase ofA drop intensely from Hfc=−4.5 m to Hfc=−0.3m; |
– | delivery of air into the flow core markedly reduces the vacuums in it and their values are close to zero; |
– | with increase of swirler parameterA the area occupied by the flow at the end of the tunnel decreases; |
– | regimes without delivery of air into the flow core are the most favorable with respect to the conditions of the pressure distribution on the conduit walls; |
– | submergence on the downstream side does not lead to an increase of pressure on the conduit walls if the vacuum in the flow core increases simultaneously with this. |
2.
Method of calculating the technological parameters when designing hydraulic-fill dams of silty soils
E. L. Vvedenskii 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1990,24(6):354-362
1. | Investigations showed that when constructing dams of fine-grained silty soils by hydraulic filling, it is expedient to use the technology of layerwise placement of soil with consolidation of each layer. |
2. | Dependences are given for calculating the thickness of the layers and period of consolidation of the soil on the basis of investigations of the dynamics of the hydrophysical properties of these soils in relation to technological factors. |
3. | Dependences are also proposed for predicting the density of the hydraulic-filled soil during construction, as well as the distribution of soil in the profile of the structure. |
4. | A method is proposed for calculating the technological parameters, in particular, the rate of construction of hydraulic-fill structures, calculating the size and number of the hydraulic-fill plots referred to one dredge, and prediction of the seepage discharge into the foundation of the dams during their hydraulic filling. |
5. | The proposed calculation methods make possible a more substantiated approach to the design of hydraulic-fill structures of fine-grained silty soils and technology of their construction. |
3.
O. D. Rubin S. E. Lisichkin B. A. Nikolaev N. M. Kamnev 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1999,33(1):40-48
1. | The designs as well as the total safety factor of concrete-encased steel pressure conduits of operating hydraulic structures were analyzed. |
2. | The principles of the existing standards related to calculations of concrete-encased steel pressure conduits were analyzed. |
3. | Methods of calculating concrete-encased steel pressure conduits (including forks and distributors), including elements of the inside steel shell and reinforced-concrete part, were developed. |
4. | The calculation methods developed were experimental substantiated and tested during designing and constructing domestic and foreign objects. |
4.
P. R. Khlopenkov 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1976,10(3):273-279
1. | The energy-storage hydroelectric station (ESHES) can provide a 1.5–2-fold increase in peak capacity with a simultaneous threefold decrease in daily fluctuations of the water level in the lower pool. |
2. | A decrease in the length of the concrete structures located in the river channel (especially the length) of the powerhouse) reduces the consumption of concrete for the ESHES in comparison with the HES, which compensates for the cost of constructing the additional structures of the ESHES. |
3. | Unlike the HES, the ESHES operates in a sharp-peak regime and also during passage of flood waters. |
4. | Contrarotating pump-turbines are best suited for an ESHES because of various combinations of heads on its turbine and pump parts. |
5. | With increase in the speed of multistage hydraulic machines their placement depth decreases and the cost of the powerhouse is reduced. |
5.
V. I. Tevzadze É. G. Kukhalashvili 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1991,25(12):770-774
1. | The hydraulic characteristics of cohesive mudflows in the case of a hydraulic jump, other conditions being equal, differ considerably from those for a pure water flow. |
2. | The scheme of calculating a hydraulic jump of a cohesive mudflow requires taking into account, along with the hydrostatic pressure, also the pressure caused by cohesive forces and angle of internal friction of the mudflow mixture. |
3. | The change in the ratio of the depth H2/H1 before and after the jump completely depends on the kinetics parameter of the mudflow, values of cohesion and angle of internal friction. |
4. | Several subcritical depths, determined by the concentration of the mudflow mixture and physical and mechanical properties of the medium, correspond to the jump function of a cohesive mudflow. |
6.
N. P. Lavrov Ya. V. Bochkarev 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1992,26(7):452-458
1. | A comparison of laboratory and on-site data on a determination of the maximum range of oscillations at the end of a direct hydraulic jump when waves enter it from a chute with the results of calculations by theoretical formulas (1), (2), and (3) confirms the applicability of one of these formulas (2) for superrapid flow and flow transitional from superrapid to rapid. | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
2. | The stilling basin generates secondary waves, reaching half of the depth of the basin d with respect to its height. With submergence of the basin from the lower pool, the range of variations of the level increases additionally by 2.0–2.5 times. | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
3. | On the apron behind the stilling basin, the drop of waves is insignificant, since the wave transformation coefficient at distance (40–90)hn, where hn is the natural depth, remains equal to . | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
4. | The periods and lengths of the waves transformed in the stilling basin decrease with increase of discharge and Froude number Fr0 and approach in value the wave periods. | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
5. | Formulas (6) and (10) were obtained for calculating the maximum amplitude of oscillations of the free surface and maximum depth at the crest of oblique waves on the narrowing sections of the wave chutes and they were checked experimentally, which proved the applicability of these formulas for calculating a nonstationary oblique hydraulic jump. | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
6. | The proposed empirical formulas (12)–(17) can be recommended for an approximate evaluation of the parameters of the largest first waves on the narrowing stretch. | ||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||||
7. |
Under these conditions, the use of a stilling basin as an energy dissipator of a superrapid flow is not rational, since not dissipation but generation of secondary waves is observed in it.
When designing narrowing sections of chutes, it is necessary to take into account an increase of depth of the oblique jump with passage of roll waves. 相似文献
7.
V. G. Salikov 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1989,23(2):88-91
8.
Yu. B. Kondrashov 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1991,25(4):210-214
9.
A. P. Gur'ev A. E. Shchodro M. M. Chumicheva V. M. Shlikhta 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1991,25(4):198-201
10.
G. L. Mazhbits E. P. Bulanov 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1990,24(11):703-708
11.
M. A. Reznikov L. P. Kachalina 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1988,22(8):476-480
12.
G. M. Kuzovlev 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1991,25(12):783-785
13.
A. L. Zuikov V. A. Linyuchev V. I. Lubanovskii B. E. Monakhov 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1992,26(2):81-85
14.
Pokrovskii G. I. 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1994,28(10):581-587
15.
I. S. Moiseev D. S. Agapov 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1976,10(10):953-965
An analysis of the experience in the Soviet Union and in foreign countries with conveyor transportation in the mining industry,
as well as with use of conveyors in hydraulic construction shows that the introduction of conveyor transportation in the field
of construction of embankment dams in this country, for delivery of earth-rock material from quarries, as well as for carrying
raw materials to concentrating plants processing nonmetallic minerals, will make it possible.
16.
N. N. Kozhevnikov E. A. Levinovskii 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1997,31(9):551-555
Conclusions
17.
N. I. Stefanenko 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1998,32(9):532-535
Conclusions
18.
Umov V. A. Cherepovitsyn L. A. 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1994,28(12):726-730
19.
V. A. Maglakelidze 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1990,24(7):450-453
20.
V. I. Grech 《Power Technology and Engineering (formerly Hydrotechnical Construction)》1976,10(11):1060-1068
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