FIELD: physics.
SUBSTANCE: invention relates to a method of determining the overall modulus of deformation Eo and modulus of elasticity Eupr of a material medium in gravitation pb and atmospheric pressure conditions. The method comprises using samples of the medium collected at a depth h (cm) to determine specific weight γstr (kg/cm3), internal friction angle
 conditions. The method comprises using samples of the medium collected at a depth h (cm) to determine specific weight γstr (kg/cm3), internal friction angle  and specific cohesion sstr (kG/cm2); calculating, for a disrupted structure of the medium, an angle
 and specific cohesion sstr (kG/cm2); calculating, for a disrupted structure of the medium, an angle  and specific cohesion sn=sstr[2-tgφn/tgφstr] (kG/cm2); determining gravitational pressure
 and specific cohesion sn=sstr[2-tgφn/tgφstr] (kG/cm2); determining gravitational pressure  and
 and  the effective initial critical compression pressure of the sample of the medium in compression conditions
 the effective initial critical compression pressure of the sample of the medium in compression conditions  Poisson ratios in the mass - as
 Poisson ratios in the mass - as  and
 and  in the walls- as
 in the walls- as  
 in compression conditions - as
 in compression conditions - as  testing the medium Si=f(Δpi-const,t) during a time t in increasing static load steps Δpi (kG/cm2) while generating pressure on the medium which is equal to gravitational (normal) pressure
 testing the medium Si=f(Δpi-const,t) during a time t in increasing static load steps Δpi (kG/cm2) while generating pressure on the medium which is equal to gravitational (normal) pressure  unloading the medium to zero pressure p2=0 (kG/cm2); loading the medium with pressure
 unloading the medium to zero pressure p2=0 (kG/cm2); loading the medium with pressure  and pressure
 and pressure  while measuring corresponding medium residues
 while measuring corresponding medium residues  S2=S0 (cm),
 S2=S0 (cm),  S4 =
  S4 =  stabilised over time t, and the overall moduli of deformation and elasticity of the medium are calculated using the following relationships when testing the medium with a die: 1) from the free surface of half-space
 stabilised over time t, and the overall moduli of deformation and elasticity of the medium are calculated using the following relationships when testing the medium with a die: 1) from the free surface of half-space  and
 and  where
 where  B and dkr are the width and diameter (cm), Fkr is the area of the die (cm2); 2) in the mass of the medium with a helical-blade die
 B and dkr are the width and diameter (cm), Fkr is the area of the die (cm2); 2) in the mass of the medium with a helical-blade die  and
 and  where
 where  3) at the bottom of a vertical opening
 3) at the bottom of a vertical opening  and
 and  where
 where  4) in the walls of the vertical opening under thrust dies
 4) in the walls of the vertical opening under thrust dies  and
 and  where
 where  5) in well walls under an elastic radial die of a three-chamber pressuremeter
 5) in well walls under an elastic radial die of a three-chamber pressuremeter  and
 and  where
 where  l0 is the length of the working chamber (cm); 6) in well walls under an elastic die of a single-chamber pressuremeter
 l0 is the length of the working chamber (cm); 6) in well walls under an elastic die of a single-chamber pressuremeter  and
 and  where
 where  RkrI, Rb,
 RkrI, Rb,  denote the greater radii of the ellipsoid of the inflated chamber of the pressuremeter (cm); 7) in the compression chamber of a laboratory device
 denote the greater radii of the ellipsoid of the inflated chamber of the pressuremeter (cm); 7) in the compression chamber of a laboratory device  and
 and  
 .
.
EFFECT: high accuracy.
10 dwg, 1 tbl
н - d
атм - atm
ср - sr
кг/см - kG/cm2
стр - str
б - b
kpl - kpl
ср. сж - mc
нн - nd
м - m
B - β
к - с
шт - d
пп - hs
упр - el
кр - cr
вш - hbd
пр - pr
шт -d
вш - sd vd
Authors
Dates
2015-10-27—Published
2014-07-16—Filed