Intro notes: • Seasonal business with some 60% of annual sales occurring from Aug-Dec • Original pro forma figures are a no growth scenario including the seasonal sales pattern (might be a first pessimistic stance of the management as SureCut grew steadily during the past) • Short-term financing usually for seasonal inventory built up from July – Nov • Due to investment in plant modernization (USD 2.99mn capex planned in July+Aug 1995) company needs ST borrowings for financing gap of USD 1.16mn
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Maths Notes Maths Notes for Shear and Stretch Stretch • The transformation consists of:o o • The invariant line Scale factor For stretch‚ the transformation takes place perpendicular to the invariant line. • Scale factor(K) = 4 3 2 1 -2 -1 0 -1 -2 -3 1 2 3 = Y 4 X Invariant line In the above example‚ the x-axis is the invariant line and the object lies on (1‚1). Thus‚ =1 The scale factor is given to us as K = 3 1 Maths Notes Thus‚ acc. to the formula given
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What assumptions did Mr. Fischer make when he prepared the forecasts shown in case Exhibits 1 and 2? Were these assumptions reasonable? General Assumptions 1. The company has seasonality in sales This assumption is reasonable as the business has been shown to have different rates of sales in different months. Assumptions (Income Statement) 1. Sales for the year will be consistent with the previous year (only a small decrease) This assumption is reasonable since a decline in sales was not
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Mrs. Shears is a close neighbor of Christopher’s who has also made a difference Christopher’s life. When Christopher’s mother passed away he remembers that Mrs. Shear would come over to his house and help Chris’s dad and Chris around the house in many ways. For example‚ she cooked meals for them and cleaned the house. She also played scrabble with Chris‚ which he really enjoyed. She made a difference in society by helping people that were in need‚ especially a single dad with a mentally disabled
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Deal with discrepancy - include shear zone - Novak & Sheta‚ 1994 [Summary/Comments] All models able to simulate pile dynamic response Simulate soil nail dynamic pullout response-uncertain: assumption vs reality 1.3.2 Experimental Approach [Link to section 1.3.1] Models require pre-determination of ultimate failure behavior need guideline on determination of ultimate dynamic interfacial strength experimental work on relationship betw ultimate soil strength & loading freq Coyle & Gibson (1970)–
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CHAPTER 1 INTRODUCTION The seismic force-resisting system of a building structure is composed of vertical elements‚ horizontal elements‚ and the foundation (Fig.1.1). The vertical elements extend between the foundation and the elevated levels‚ providing a continuous load path to transmit gravity and seismic forces from the upper levels to the foundation. The horizontal elements typically consist of diaphragms‚ including collectors. Diaphragms transmit inertial forces from the floor system to the
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7/14/2010 MIND MAP Eurocode 3 CROSS-SECTION RESISTANCE DESIGN CHECKING BUCKLING RESISTANCE MIND MAP Eurocode 3 TENSION cl.6.2.3 COMPRESSION cl. 6.2.4 BENDING cl.6.2.5 SHEAR cl.6.2.6 TORSION cl.6.2.7 BENDING &SHEAR cl.6.2.8 DESIGN CHECKING CROSS-SECTION RESISTANCE BENDING‚ BENDING SHEAR & AXIAL LOAD cl.6.2.6 BENDING & AXIAL LOAD cl.6.2.6 3 7/14/2010 MIND MAP Eurocode 3 DESIGN CHECKING BUCKLING RESISTANCE BENDING AND AXIAL COMPRESSION cl.6.3.3 BENDING
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Earthquake Design Procedure 11 9. The Capacity Design Philosophy for Earthquake Resistance 11 9.1. General Approach 11 9.2. The Implications of Capacity Design 12 10. Earthquake Resistant Structural Systems 12 10.1. Moment Resisting Frames: 12 10.2. Shear Walls 13 10.3. Braced Frames 13 11. The Importance & Implications of Structural Regularity 13 11.1. General 13 11.2. Vertical Regularity 14 11.3. Horizontal Regularity. 14 11.4. Floor Diaphragms 14 12. Methods of Analysis 15 12.1. Integrated Time History
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influenced by clay loading and the extent of clay dispersion in the polymer matrix. Transition from liquid-like behavior to solid-like behavior shifts to significantly higher solids loading at higher shear rates which may be due to the alignment of the particles in the direction of flow at high shear rates. SEM micrographs are used to display the extent of intercalation and dispersion of the clay within the polymer matrix. INTRODUCTION AND BACKGROUND 1.1 Definition Polymer/clay nanocomposites display
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FOUR LEG GF (LIGHT DUTY) bp = 0.55 A. DIMENSION DATA Fx Fy ht = ℓp = 0.55 0.5 htb = htbe = h= 1.1 0.4 btb = 0.15 0.2 hw = hfp = 0.4 10 Lp = 10.9 Data Input Dimensi hal.1 B. CONCRETE DATA Compressive Strength for Pilecap Compressive Strength of Pile Concrete Density Weight of each Pile Allowable Tension Force of Pile Capacity Depth of Water Table from Ground Surface Thickness of Concrete Cover f’c pilecap f’c pile γc Wpl Qall tens hw d’ = = = = = = 225 225
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