Question
Asked 25th Feb, 2019

What is the function of the extension top caps in the Triaxial loading system?

The GDS lab introduced the extension top caps to allow axial stress to be reduced below cell pressure. Does anyone knows if this set up can also be used for minimizing the impact of improper contact between the specimen ends and the cap?

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Feasible to achieve ‘equivalent sorption pressure’ @ laboratory-scale during coal seam experiments?
Discussion
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  • Suresh Kumar GovindarajanSuresh Kumar Govindarajan
Reservoir Engineering: Coal Seam
1. Since, gas is primarily stored by adsorption into the coal as a function of pressure @ which the gas gets adsorbed, can we replicate the scenario, whereby ‘the amount of gas adsorbed per unit increase in pressure remain decreasing with increasing sorption pressure’ @ laboratory-scale using experimental investigations?
2. Feasible to achieve ‘equivalent sorption pressure’ @ laboratory-scale, where the water pressure of the water-saturated coal seam remain exceeding the pressure @ which all gas becomes adsorbed into coal-solids or into solution gas?
3. With a relatively low bulk permeability of coal (around 1 md); and, with a ready desorption from solid; what should be the closest spacing of cleats (10 mm or 100 mm), whereby, the dominant mode of fluid transport in a coal seam could be treated as to be Darcy flow (as against with a relatively less fractured structure; and, with slower desorption from solid, where the rate is controlled by diffusive movement)?
If not, how exactly to deduce an average cleat spacing and permeability into which the solid blocks could be considered to diffuse?
4. With Darcian flow being the prime importance in the movement of gas within the coal, can we reproduce the scenario, where the permeability could be strongly directional-controlled by predominant cleat sets @ lab-scale?
5. What is the physical basis by which we decide the permeability of a given cleat structure within coal remains to be dictated either by
(a) phase relative permeability effects, whereby the degree of saturation would affect the gas and water relative permeabilities of the reservoir? or by
(b) changes in the effective stress (total stress minus the seam fluid pressure) within the seams?
Feasible to capture the way the effective stress tends to close the cleats; and the way, it tends to reduce the permeability within coal @ lab-scale?
Under what circumstances, the permeability would remain related to effective normal stress across the cleats?
Any idea about how exactly the gas gets traveled through the core specimen?
6. Feasible to capture all the required 3 factors that influence the effective stress @ lab-scale?
(a) initial-stress (given the weak and jointed nature of coal, while it also remains to be directional); (b) fluid pressure changes; & (c) shrinkage/expansion characteristics of coal matrix (which remains related to the equivalent sorption pressure in the seam).
Feasible to secure stress patterns by ML/AI - from stress measurements in the rock surrounding the seam – deduced as a function of (a) stress caused by gravitational effects, where the overburden stress and the associated lateral stress getting developed under conditions of no lateral strain; and (b) horizontal stresses, which gets induced by tectonic forces (and, which should remain proportional to the moduli of the rocks, while the respective horizontal strains remain approximately equal)?
Why do I get different size scale results for the same load in Abaqus?
Question
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  • Dimitra GeorgiouDimitra Georgiou
Hello dear community,
I am still very new to Abaqus. The topic I am currently working on is a chamber weight optimization where 200bar is acting. First, I have to find the critical areas in the chamber.
When I first assumed the pressure load to be uniformly distributed and constant throughout the chamber, I had a max Mises stress of 4.5*10^2 MPa (= 450MPa). However, to make the stress more accurate and realistic, I converted the constant pressure into a pressure curve using the Analytic Field function. The pressure starts at 200bar and ends at 8bar at the end of the nozzle. But the result was then about 7.5*10^3 MPa (=7500MPa). I checked the functions and the units and they look fine. I then tried using a constant, uniformly distributed pressure at 200bar throughout the chamber described by an analytical field function, but the order of the results was the same (*10^3). This means that the load is the same (200 bar throughout), but applied once uniformly distributed without a function and once with an analytical field function (0*X + 20MPa), which is just a line in a coordinate system. Then I noticed that I get different results because I use the analytical field function at all. My question: why do I get a different result? What does the analytic field function do to make the result larger than without it? Can I use a different toolset to describe a pressure curve?
Thanks in advance!

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An elementary approximate formula for the stress intensity factor for the pressurized star crack is established. The formula is sufficiently accurate to be used in practical applications in place of the more complex formulas derived by Westmann [1] and Williams [2].
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