Question

In: Chemistry

5) Zn1+xO, Ti1+xO, Cu2S1+x, CuI1+x and ZnO1+x are semiconductors. What type of semiconductors are they (n-...

5) Zn1+xO, Ti1+xO, Cu2S1+x, CuI1+x and ZnO1+x are semiconductors. What type of semiconductors are they (n- or p-type)?

Solutions

Expert Solution

Zn1+xO, Ti1+xO, and ZnO1+x ------------------> n -type semi conductors

explanation : these are all metal excess defects in a crystal. here majority of carriers electrons . this can be explanained by this way

Metal excess defect due to the presence of extra cations at interstitial sites: In this case, there are extra positive ions occupying interstitial sites and the electrons in another interstitial sites to maintain electrical neutrality. The defect may be visualised as the loss of non-metal atoms which leave their electrons behind. The excess metal ions occupy interstitial positions.

The common example is Zinc Oxide. Zinc oxide is white in colour at room temperature. On heating it loses oxygen and turns yellow.

ZnO —-> Zn2+ + ½ O2 +2e

Now there is excess of zinc in the crystal and its formula becomes Zn1+xO. The excess Zn2+ ions move to interstitial sites and the electrons to neighbouring interstitial sites.

Cu2S1+x CuI1+x---------------------> p -type semi conductors


Related Solutions

Consider a Si p-n junction connected p-type and n-type semiconductors each doped 1017 /cm3 concentration, in...
Consider a Si p-n junction connected p-type and n-type semiconductors each doped 1017 /cm3 concentration, in temperature 50K, 350K, 650K Suppose occur energy state of conduction band quantization due to the junction make very small. If Si p-n junction has only three DOS(density of state) in conduction band and valence band, Discuss band diagrams and I-V curve.
Let f(x)= cos3 – 1.25cos2x + 0.225. Determine f ̍ (xo) at the point xo  at (π/2,...
Let f(x)= cos3 – 1.25cos2x + 0.225. Determine f ̍ (xo) at the point xo  at (π/2, π) where f(xo)=0 Step by step procedure to understand the exercise please. The solution of the book is not acceptable, since they do not explain where the result comes from.
Starting from the one-dimensional motion equation x=Xo + vt prove that v^2 = Vo^2 + 2a(X-Xo)...
Starting from the one-dimensional motion equation x=Xo + vt prove that v^2 = Vo^2 + 2a(X-Xo) If you could eplain as well why/ how each step in the problem proves the equation, this would be greatly helpful. Thank you!
What is the confidence interval given X ̅X ̅ = 15, s = 5, and N...
What is the confidence interval given X ̅X ̅ = 15, s = 5, and N = 17, find the 95% CI of µ? What is the confidence interval given X ̅X ̅= 6, s = 2, and N = 40, find the 95% CI of µ? For each of the following determine whether or to report p<.05 or p>.05; determine whether to retain or reject the null hypothesis; determine whether the sample mean and population mean are similar or...
Find the radius and interval of convergence of the series X∞ n=1 3^n (x − 5)^n/(n...
Find the radius and interval of convergence of the series X∞ n=1 3^n (x − 5)^n/(n + 1)2^n
A 5th filter is described by the difference equation: 2y(n)=2 x(n)+7 x(n-1)+3 x(n-2)-8 x(n-3)+ x(n-4)-8 x(n-5)+7...
A 5th filter is described by the difference equation: 2y(n)=2 x(n)+7 x(n-1)+3 x(n-2)-8 x(n-3)+ x(n-4)-8 x(n-5)+7 y(n-1)-3 y(n-2)+5y(n-3)- y(n-4) Determine the frequency response. Plot the magnitude and the phase response of this filter. Consider the plot -π≤w≤π for 501 points. Describe the magnitude response (Low pass filter, High Pass filter, etc.) Determine the system stability. Determine the impulse response h(n). You may set the period to -100≤n≤100 Determine the unit step response for -100≤n≤100 . (Matlab)
Consider a binomial experiment with n=5 and p=0.20 What is Var(x)?
Consider a binomial experiment with n=5 and p=0.20 What is Var(x)?
p-type semiconductors are formed When Si or Ge are doped with_______
p-type semiconductors are formed When Si or Ge are doped with_____(a) group 14 elements(b) group 15 elements(c) group 13 elements(d) group 18 elements
If x is a binomial random variable, compute P(x) for each of the following cases: (a)  P(x≤5),n=9,p=0.7P(x≤5),n=9,p=0.7...
If x is a binomial random variable, compute P(x) for each of the following cases: (a)  P(x≤5),n=9,p=0.7P(x≤5),n=9,p=0.7 (b)  P(x>1),n=9,p=0.1P(x>1),n=9,p=0.1 (c)  P(x<3),n=5,p=0.6P(x<3),n=5,p=0.6 (d)  P(x≥1),n=6,p=0.9P(x≥1),n=6,p=0.9
Given a random variable X that has a t(ν) distribution, determine the value of xo such...
Given a random variable X that has a t(ν) distribution, determine the value of xo such that P (|X | <xo)=0.025 for (i) ν = 5; (ii) (i) ν = 25; (iii) ν = 50; (iv) ν = 100. Compare your results with the single value of x0 such that P (|X | <x 0)=0.025 for a standard normal random variable X .
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT