Homework Answers
What percent of the variance in well production is explained by knowing well depth and well...
What percent of the variance in well production is explained by knowing well depth and well age? SUMMARY OUTPUT Regression Statistics Multiple R 0.98711 R Square 0.974387 Adjusted R Square 0.965849 Standard Error 47.4523 Observations 9 ANOVA df SS MS F Significance F Regression 2 513960.7 256980.4 114.1262 1.68E-05 Residual 6 13510.32 2251.72 Total 8 527471.1 Coefficients Standard Error t Stat P-value Lower 95% Upper 95% Lower 95.0% Upper 95.0% Intercept -100.805 48.43281 -2.08133 0.082583 -219.316 17.70612 -219.316 17.70612 Well...
Zeta Co. drills a new well on undrilled acreage within a productive area. The well shall...
Zeta Co. drills a new well on undrilled acreage within a productive area. The well shall be classified as a development well. The well shall be classified as an exploratory well. If the well is drilled in an offset location, the well shall be classified as an exploratory well. None of the above is correct.
The Well-Ordering Principle states that Group of answer choices The set of integers Z is well−ordered...
The Well-Ordering Principle states that Group of answer choices The set of integers Z is well−ordered The set of positive rational numbers Q+ is well−ordered The set of positive integers N is well−ordered The set of real numbers R is well - ordered
An infinite square well and a finite square well in 1D with equal width. The potential...
An infinite square well and a finite square well in 1D with
equal width. The potential energies of these wells are
Infinite square well: V(x)=0, from 0 < x < a, also V(x) =
, elsewhere
Finite square well: V(x)= 0, from 0 < x < a, also V(x) =
,
elsewhere
The ground state of both systems have identical particles.
Without solving the energies of ground states, determine which
particle has the higher energy and explain why?
A finite potential well has depth U0=5.5 eV. In the well, there is an electron with...
A finite potential well has depth U0=5.5 eV. In the well, there is an electron with energy of 4.0 eV. a. What is the penetration distance of such electron? b. At what distance into the wall has the amplitude of the wave function decreased to 60% of the value at the edge of the potential well? c. If the depth of the well and the energy of the electron both increase by 0.5 eV, will the results for the question...
[Finite potential well] Consider a symmetric square well potential of a finite depth, i.e., V(x) =...
[Finite potential well] Consider a symmetric square well potential of a finite depth, i.e., V(x) = 0 inside the well, V(x) = V outside the well. NOTE: for a general discontinuous potential the boundary conditions are the continuity of both the wave function and its first derivative at the point(s) of the discontinuity of the potential y (x_)=y(x),y'(x_)=y'(x4) (i) What are the functional forms of the solutions for y(x) inside and outside the well? (ii) What are the explicit continuity...
4) Which of the bacteria grew well in 6.5% NaCl? Which bacteria did not grow well...
4) Which of the bacteria grew well in 6.5% NaCl? Which bacteria did not grow well in 6.5% NaCl? Based on your knowledge of the normal microflora, do these results make sense? Why or why not? The bacterias that grew well in 6.5% NaCl were the Staph bacteria (Staphylococcus aureus, Staphylococcus epidermidis, and Staphylococcus saprophyticus), Micrococcus luteus, and Enterococcus faebalis. The bacterias that did not grow well in 6.5% NaCl were Streptococcus pyogenes and Streptococcus pneumoniae.
How would the solution to the infinite potential energy well be different if the well extended...
How would the solution to the infinite potential energy well be different if the well extended from x = x0 to x x0 + L, where x is a nonzero value ofx? Would any of the measur- able properties be different?
Examples Example 3: A well of diameter 0.5 m fully penetrates a confined aquifer. The well...
Examples Example 3: A well of diameter 0.5 m fully penetrates a confined aquifer. The well is pumped for a test at 0.833 m3/min and the values of the drawdown at an observation well 20 m from the pumped well are measured at different times. The results are tabulated below. Determine the transmissivity and the storage coefficient of the aquifer using Jacob equation. Time,t min) Prawdown, 0.57 1.49 10 2.43 20 3.31 40 4.34 60 4.97 s (m)
Scenario: Trask Well Company agreed to drill a well for water on Kinley's property for $20,000....
Scenario: Trask Well Company agreed to drill a well for water on Kinley's property for $20,000. Kinley wanted the water for feeding some livestock on the property, and this fact was discussed by the parties. Kinley made a down payment of $5,000 before drilling began. The parties’ written contract made no reference as to how deep Trask Well was to drill, but it did stipulate that the water recovered must flow at a rate of at least 12 gallons (55...
An infinite square well and a finite square well in 1D with
equal width. The potential energies of these wells are
Infinite square well: V(x)=0, from 0 < x < a, also V(x) =
, elsewhere
Finite square well: V(x)= 0, from 0 < x < a, also V(x) =
,
elsewhere
The ground state of both systems have identical particles.
Without solving the energies of ground states, determine which
particle has the higher energy and explain why?
[Finite potential well] Consider a symmetric square well potential of a finite depth, i.e., V(x) = 0 inside the well, V(x) = V outside the well. NOTE: for a general discontinuous potential the boundary conditions are the continuity of both the wave function and its first derivative at the point(s) of the discontinuity of the potential y (x_)=y(x),y'(x_)=y'(x4) (i) What are the functional forms of the solutions for y(x) inside and outside the well? (ii) What are the explicit continuity...
How would the solution to the infinite potential energy well be different if the well extended from x = x0 to x x0 + L, where x is a nonzero value ofx? Would any of the measur- able properties be different?
Examples Example 3: A well of diameter 0.5 m fully penetrates a confined aquifer. The well is pumped for a test at 0.833 m3/min and the values of the drawdown at an observation well 20 m from the pumped well are measured at different times. The results are tabulated below. Determine the transmissivity and the storage coefficient of the aquifer using Jacob equation. Time,t min) Prawdown, 0.57 1.49 10 2.43 20 3.31 40 4.34 60 4.97 s (m)
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