Calculate the vibrational partition function of CS 2 at 500K given the wavenumbers 658 cm 1 (symmetric
Question:
Calculate the vibrational partition function of CS2 at 500K given the wavenumbers 658 cm−1 (symmetric stretch), 397 cm−1 (bend; two modes), 1535 cm−1 (asymmetric stretch).
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Answer rating: 62% (8 reviews)
The vibrational partition function of CS2 is Q...View the full answer
Answered By
Labindao Antoque
I graduated in 2018 with a Bachelor of Science degree in Psychology from Dalubhasaan ng Lungsod ng San Pablo. I tutored students in classes and out of classes. I use a variety of strategies to tutor students that include: lecture, discussions about the subject matter, problem solving examples using the principles of the subject matter being discussed in class , homework assignments that are directed towards reinforcing what we learn in class , and detailed practice problems help students to master a concept. I also do thorough research on Internet resources or textbooks so that I know what students need to learn in order to master what is being taught in class .
0.00
0 Reviews
10+ Question Solved
Related Book For
Physical Chemistry Thermodynamics And Kinetics
ISBN: 9781464124518
10th Edition
Authors: Peter Atkins, Julio De Paula
Question Posted:
Students also viewed these Sciences questions
-
Calculate the vibrational partition function of CCl 4 at 500K given the wavenumbers 459 cm 1 (symmetric stretch, A), 217 cm 1 (deformation, E), 776 cm 1 (deformation, T), 314 cm 1 (deformation, T).
-
Calculate the vibrational partition function for H 35 Cl ( = 2990 cm 1 ) at 300 and 3000. K. What fraction of molecules will be in the ground vibrational state at these temperatures?
-
For IF ( = 610 cm 1 ) calculate the vibrational partition function and populations in the first three vibrational energy levels for T = 300 and 3000 K. Repeat this calculation for IBr ( = 269 cm 1 )....
-
Determine whether the given series is absolutely convergent, conditionally convergent, or divergent. (2) n=1 (1)n-1 n (c) (1)n3/n n=1 (b) n=1 (1)n-1 nn
-
Nano Circuits Inc., is a publicly traded company that produces electronic control circuits, which are used in many products. In an effort to comply with SOX, Nano is in the process of establishing an...
-
Write as a single logarithm. a. log 2 5 + log 2 3 b. log 3 12 log 3 2 c. 3 log 5 2 + log 5 8 d. 2 log 7 4 3log 7 2 e. log 3 25 + log 3 4 f. 2 log 7 (1/4) + log 7 9 g. 1 + log 4 3 h. lg 5 2 i. 3 ...
-
What is the purpose of practice aids in forensic and valuation services?
-
Mann Hardware has four employees who are paid on an hourly basis plus time-and-a-half for all hours worked in excess of 40 a week. Payroll data for the week ended March 15, 2014, are presented below....
-
3. If a proton is launched at a 2.0mm glass sphere with a velocity of 2.0 107 m/s, how might the sphere be charged such that the proton just makes it to its surface.
-
a. Read the paper of Cacioppo and Petty (1982) and describe how the authors generated the pool of 45 scale items that appeared relevant to need for cognition. b. Why do we need 34 items to measure...
-
It is possible to write an approximate expression for the partition function of a protein molecule by including contributions from only two states: the native and denatured forms of the polymer....
-
Use the accurate expression for the rotational partition function calculated in Problem 15B.6 for HCl(g) to calculate the rotational contribution to the molar entropy over a range of temperature and...
-
A panel block caving system operates at a depth of 4,250 ft (1,417 m) as shown in the sketch. Dimensions of the panels are 150 ft by 300 ft (45.7 ?? 91.4 m) in plan. The initial undercut is 21 ft...
-
Choose a brand that demonstrates social responsibility, evaluate their campaigns thoroughly. How this brand can improve their social responsibility campaign and communication of this campaign Design...
-
the Names of the Litigants and a Very Brief Story of the Case Introduction: Integration of Wesleyan Theology Important Legal Jargon for Case Brief Story of the Case The Issue(s) to be Determined...
-
TO HAND IN Some practice with It's formula Let (Bt, t > 0) be a standard Brownian motion. For each of the processes (Xt, tT) below: Determine if they are martingales for the Brownian filtration. If...
-
into the profession of nursing is a long and significant process that takes place over years of formal and information training. OA. Professionalization B. Socialization C. Dominance D. Negotiation
-
Explain the Terms: Explain the Terms Reasonably foreseeable Explain the Terms Sufficiently proximate Explain the Terms reasonable person Explain the Terms Professional Conduct Explain the Terms...
-
Sketch the trace and compute the arc length of each of the following. a) (0 = (et sin/, et cost, et), t [0, 2] b) y3 = x2from(-l, 1) to (1,1) c) (t) = (t2, t2, t2), t [0, 2] d) The astroid of...
-
Define relevant costs and discuss: (1) whether all future costs are relevant for decision making and (2) whether variable costs are always relevant and fixed costs are always irrelevant
-
Show that the following pairs of wave functions are orthogonal over the indicated range. a. e x2 and x (x 2 1) e x2 , x < , where is a constant that is greater than zero b. (6r /a 0 r2 / a 0 2 )...
-
Express the following complex numbers in the form a + ib. a. 2e 3i /2 b. 43 e i/4 c. e i d. 5 / 1+ 2 e i/4
-
One source emits spherical waves and another emits plane waves. For which source does the intensity measured by a detector of fixed size fall off more rapidly with distance? Why?
-
1. Given x(t) = et (a) simplify x(t)&(t-2). (b) evaluate fr(t)6(t - 2)dt. 2. Plot the following signals (a) x(t)=1-|t| (b) x(t)-(1-1) (u(t + 1)u(t-1))
-
The Tower of Hanoi is a well known mathematical puzzle. It consists of three rods, and a number n of disks of different sizes which can slide onto any rod. The puzzle starts with all disks stacked up...
-
Let A be an array with n distinct integer elements in sorted order. Consider the following algorithm IDFIND(A, j, k) that finds an i {j... k} such that A[i] = i, or returns FALSE if no such element i...
Study smarter with the SolutionInn App