CHAPTER 1 INTRODUCTION Rotor dynamics is the study of rotating machines and has a very important part to play throughout the modern industrial world. Rotating machinery is used in many applications such as Turbo machinery‚ Power stations‚ Machine tools‚ Medical equipment‚ etc. Failure of machinery in applications such as aero engines‚ turbo-machines‚ space vehicles‚ etc. creates enormous repair costs and more importunately may put human life in danger. Rotor dynamics is a collective terms for
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submitted to the rule of a single sceptre and whose boundaries were‚ in any case‚ largely undetermined; the brilliant carmine stretched to the southernmost point‚ where the words‚ "Cape of Good Hope‚" were set out in large black letters.6 The interpolation of a spurious space between known spaces serves here as the opening wedge for a total assimilation of the known to the spurious: Africa is engulfed by the zone. A third strategy is superimposition. Here two familiar spaces are placed one on top
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MATLAB Programs 1. Chapter No. Two Program 2.1 MATLAB m-file for the Bisection Method function sol=bisect(fn‚a‚b‚tol) f a = f eval(f n‚ a); f b = f eval(f n‚ b); if f a∗f b > 0; fprintf(’Endpoints have same sign’) return end while abs (b − a) > tol c = (a + b)/2; f c = f eval(f n‚ c); if f a ∗ f c < 0; b = c; else a = c; end end; sol=(a + b)/2; Program 2.2 MATLAB m-file for the Fixed-Point Method function sol=fixpt(fn‚x0‚tol) old= x0+1; while abs(x0-old) > tol; old=x0; x0 = f eval(f n‚ old);
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DFI 501: FINANCIAL MANAGEMENT TIME VALUE OF MONEY Amortizing a Loan An important application of discounting and compounding concepts is in determining the payments required for an installment – type loan. The distinguishing features of this loan is that it is repaid in equal periodic (monthly‚ quarterly‚ semiannually or annually) payments that include both interest and principal. Such arrangements are prevalent in mortgage loans‚ auto loans‚ consumer loans etc. Amortization
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BEAM DESIGN DESIGN LOAD 1. Calculate factored point load (P.43‚ Table 4.2) 2. Calculate max shear‚ V for all axis 3. Calculate max moment‚ M for all axis SECTION PROPERTIES 1. Write down all section properties (Section table) SECTION CLASSIFICATION 1. Obtain design strength‚ py (P.32‚ Table 3.2) 2. Calculate ε 3. 4. 5. Classify flange (P.66-68‚ Table 7.1-7.2‚ 7.3) Classify web (P.66-68‚ Table 7.1-7.2‚ 7.3) Conclude classification (選最差) 275 py LOCAL PLATE BUCKLING (有 COMPRESSION 先計)(FOR CLASS
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rac “CHANNEL TRACKING IN WIRELESS OFDM SYSTEMS” A Project report submitted in partial fulfillment of requirements for the award of degree of BACHELOR OF TECHNOLOGY in ELECTRONICS AND COMMUNICATION ENGINEERING Submitted by B.M.SAI SATHEESH (097Y1A0404) Under the esteemed guidance of Mr. P.Anil Kumar DEPARTMENT OF ELECTRONICS AND COMMUNICATION ENGINEERING A1 GLOBAL INSTITUTE OF ENGINEERING AND TECHNOLOGY Approved by A.I.C.T.E Affiliated to J.N.T.U Kakinada Markapur-523316
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In 1 Timothy 2:12‚ Paul says “I do not permit a woman to teach or to assume authority over a man; she must be quiet.” (NIV2011) What’s up with that? Is Paul really issuing a definitive command regarding women’s roles that’s binding upon all Christians today? Is this a clear directive that severely limits women’s ministry in the Church? That’s certainly how most complementarians understand this verse. But is that where the discussion ends? Paul said it‚ I believe it‚ that settles it? But wait a second
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Poetry Analysis Essay- E.E. Cummings “Anyone lived in a pretty how town” Heather Bond “Anyone Lived in a Pretty How Town” has a complexity of superimposed sensuous and mental impressions. The most striking pattern is obviously the revolution of the seasons‚ which is indicated by the rotating list of the names. With each of the abstract terms E.E Cummings associates a natural phenomenon characterizing the particular season on the sensuous level of human experience so that one may stand symbolically
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Lear blan 223-3*+82*5:0 ate zp z‚ artd z‚ Given that zr: 1 + 2i‚ firrd zrand z‚ (s) 72 =- t:Zl- II 4 2. f(x):3cos2x + x-2‚ (a) Show that the equation f(x) : -7t <x < 1T 0 has a root a in the interval 12‚31. (2) (b) Use linear interpolation once on the interval f2‚31to find an approximation to a. Give your answer to 3 decimal places. (3) (c) The equation f(x) : 0 has another root B in the interval [-1‚ 0]. Starting with this interval‚ use"interval bisection to find an interval of
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Name: Student ID: Section: AK/ADMS 4540 Financial Management Fall 2011 Exam 2 Part 1 Instructor: Dr. William Lim Time Limit: 1.5hours Instructions: Answer all 4 questions of this exam in the spaces provided on the question sheets. (If necessary‚ you may write on the back of the sheet). Although the stories may appear "plausibly real"‚ they are fictitious. You have 1 ½ hours to work. The marks for each question are given. Please provide the marker with the greatest opportunity to give you credit
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