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Get college assignment help at uniessay writers a.Explain in around 100 words why burning wood has advantages over coal in respect of greenhouse gas emissions. (4 marks) b.If the heat of combustion of the wood is 9.8 MJ kg–1 and the power station will generate electricity with an efficiency of 31% when burning wood, calculate how much electricity can be produced (in units of MW) if the station burns 10 tonnes of wood per hour. Give your final answer to 1 decimal place. (6 marks) c.How much wood would need to be burned per hour to maintain an output of 500 MW from the power? Give your answer to 2 significant figures. (2 marks) d.The wood is to be stored under cover and the plant operators wish to keep two weeks supply of wood on site. If the bulk density of the wood is 300 kg m-3, calculate the minimum volume of storage that will be required for the 500 MW plant. (3 marks)

{rm{N}}_2 {rm{O}} Draw the molecule by placing atoms on the grid

{rm{N}}_2 {rm{O}} Draw the molecule by placing atoms on the grid and connecting them with bonds. Do not identify the charge on each of these species. Include all lone pairs of electrons.

Your question: use capitalized cost to determine which type of road

Your question: use capitalized cost to determine which type of road surface is preferred on a particular section of highway. Use 12% interest: Option A Option B Initial Cost $500,000 $700,000 Annual Maintenance 35,000 25,000 Periodic Resurfacing 350,000 450,000 Resurfacing Interval 10 years 15 years

suppose that the sun rises at 6am and is directly overhead

suppose that the sun rises at 6am and is directly overhead at noon, it is morning and you are on flat, level ground. the length of your shadow is three times your height. what time is it.

The questions is under mechanical vibration. Pls i need the solutions

The questions is under mechanical vibration. Pls i need the solutions urgently. Thsnks

If a Silicon crystal is mixed with a Germanium crystal, suggest

If a Silicon crystal is mixed with a Germanium crystal, suggest 4 ways to identify them using non-destructive methods.

Why is the electron velocity in a semiconductor 2 orders of

Why is the electron velocity in a semiconductor 2 orders of magnitude less than the speed of light? What limits the velocity? How can we break this limit?

What are the key equations that describe an operation of a

What are the key equations that describe an operation of a semiconductor device?

GEORGIA INSTITUTE OF TECHNOLOGY SCHOOL OF ELECTRICAL AND COMPUTER ENGINEERING EXAM

GEORGIA INSTITUTE OF TECHNOLOGY SCHOOL OF ELECTRICAL AND COMPUTER ENGINEERING EXAM # 2B ECE3075 – RANDOM SIGNALS FALL 2010 DATE: 25 OCTOBER 2010 NAME:___________________________________ GT# (I.E., GTXXXX):___________________ • Write your NAME and GT ID # (gtxxxx) on this page • Take your time, pay attention, and avoid silly mistakes! • NOTE: You are bound by the academic honor code to complete this assignment individually. Problem Score 3 5 Total Problem 3 NASA is awaiting construction of an essential component that must be assembled in (in months) required for stage k (where (i.e., they are independently identically distributed) The total time (T) to construct the component is therefore one stage to the other with no time delay). (a) Find the value of the probability density function of the actual mathematical function at t=8 and this without finding the entire pdf fT 1 ting construction of an essential component that must be assembled in two (where k = 1 or 2) is described by the random variable X , they are independently identically distributed) to construct the component is therefore T =X1 X2 (i.e., the component is passed from one stage to the other with no time delay). of the probability density function fT(t) @ t=8 (i.e., find fT(8)) (NOTE: This is the of the actual mathematical function at t=8 and not a probability of any kind. You should be able to find T(t).) (5 points) two stages. The time is described by the random variable Xk shown below (i.e., the component is passed from (8)) (NOTE: This is the value a probability of any kind. You should be able to find

In fourier transforms, what does the characteristic of conjugate symmetry imply

In fourier transforms, what does the characteristic of conjugate symmetry imply graphically: i.e. if x(t) = x*(t) then X(omega) = X*(-omega) Can you explain his graphically? likewise: if x(t) = x*(-t) then X(omega) = X*(omega) What does conjugate symmetry and conjugate assymetry mean? Thanks – Gregg

a.Explain in around 100 words why burning wood has advantages over

Get college assignment help at uniessay writers a.Explain in around 100 words why burning wood has advantages over coal in respect of greenhouse gas emissions. (4 marks) b.If the heat of combustion of the wood is 9.8 MJ kg–1 and the power station will generate electricity with an efficiency of 31% when burning wood, calculate how much electricity can be produced (in units of MW) if the station burns 10 tonnes of wood per hour. Give your final answer to 1 decimal place. (6 marks) c.How much wood would need to be burned per hour to maintain an output of 500 MW from the power? Give your answer to 2 significant figures. (2 marks) d.The wood is to be stored under cover and the plant operators wish to keep two weeks supply of wood on site. If the bulk density of the wood is 300 kg m-3, calculate the minimum volume of storage that will be required for the 500 MW plant. (3 marks)

give me the solution for project 3 in eece 416/501 in

give me the solution for project 3 in eece 416/501 in binghamton univ course

A mass of 2.5kg are hung vertically from a spring of

A mass of 2.5kg are hung vertically from a spring of stifness 5.4kN/m, calculate the maximum amplitude of vibration if the mass is not to jump off the hook. I have detrmined the period is T=0.135s, f=7.4Hz and Theta =46.48 rads/s, but i just cant find a formula for amplitude without the displacement, so i’m not sure how to work out the amplitude.

A 3 by 4 m side of an open tank is

A 3 by 4 m side of an open tank is hinged at its bottom A and is held in place by a thin rod BC.

What are the three most common packet sizes in the Internet?

What are the three most common packet sizes in the Internet? Explain why this is the case

Consider a stable nocturnal boudary layer in a 12 hr night.

Consider a stable nocturnal boudary layer in a 12 hr night. The wind is blowing at 5 m/s and the surface is cooled with a kinematic heat flux of -0.02 K.m/s. The residual layer potential temperature is theta=25 degree centigrade. a) what is the potential temperature profile at the end of the night? b) plot the evolution of the height, h, of the stable boundary layer and the strength, delta thetas, as a function of time.

Given an early morning sounding with surface temperature 5 degree centigrade,

Given an early morning sounding with surface temperature 5 degree centigrade, find the mixed-layer potential temperature and depth at 11 A.M., when the cumulative heating is 800K.m. Assume the early temperature profile is a. delta theta / delta Z= 2 K/km=constant b. delat theta(z)= (8 degree centigrade.exp(-z/150m)

A generator bus (with a 1.0 per unit voltage) supplies a

A generator bus (with a 1.0 per unit voltage) supplies a 150 MW, 50 Mvar load through a lossless transmission line with per unit (100 MVA base) impedance of j0.1 and no line charging. Starting with an initial voltage guess of 1.0 with 0degrees, iterate until converged using the Newton-Raphson power flow method. For convergence criteria use a maximum power flow mismatch of 1 MVA

a point electric charge of 8Nc in kept at a distance

a point electric charge of 8Nc in kept at a distance of 1m from another point charge of -4Nc in free space. determine the location of a point along the line joining two charges where in the eletric field intensisty in zero

steam with 88.6% quality and a flow rate of 750 kg/s

steam with 88.6% quality and a flow rate of 750 kg/s enters a condenser operating @ 75 KPa. Saturated liquid leaves the condenser. How much heat is rejected to the cooling system

1. Shown in the figure are a mast and a portion

1. Shown in the figure are a mast and a portion of the rigging of a schooner. Members CD and EF lie in the same plane. Member CD is of length 7.5 m and forms an angle of 45º with a vertical line drawn through C. Knowing that when θ =15º the tension in rope AB is 230 N, determine a. The angle between ropes AB and BD, b. The projection on BD of the force exerted by rope AB at point B.

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