'Pa pb' presentation slideshows

Background to Demand

Background to Demand. Background to Demand. Marginal Utility Theory. Marginal utility theory. Total and marginal utility meaning of total utility marginal utility: ? TU /? Q diminishing marginal utility total and marginal utility curves. Ollie's utility from consuming crisps (daily).

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Basic Pulmonary Mechanics during Mechanical Ventilation

Basic Pulmonary Mechanics during Mechanical Ventilation. Points of Discussion. Basics , scalars and loops. Abnormalities. Air Leak Auto PEEP and air trapping Active Exhalation Inadequate insp flow Obstruction Trigger sensitivity Increased airway resistance Inadequate flow support

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Discrete Choice Models for Modal Split

Discrete Choice Models for Modal Split. Overview. Outline. General procedure for model application Basic assumptions in Random Utility Model Uncertainty in choice Utility & Logit model Numerical example Application issues in four step model Summary. Individual & Travel Data.

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Homework

Homework. Continue with K&R Chapter 5 Skipping sections 5.7-5.9 for now Not covering section 5.12 Continue on HW5. Review Pointers. int a[ ] ={1,3,5,7,9,11,13,15,17,19}; int *pa = &a[4],*pb = &a[1]; What is the value of: *(a + 2)? Same as a[2]

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Probabilistic CMOS & Probabilistic Boolean Logic

Probabilistic CMOS & Probabilistic Boolean Logic. Zheng -Shan Yu & Ching - Yi H uang 2012/07/17. Outline. PCMOS CMOS with noise CMOS with varying voltages Correctness v.s . energy Relations between PBF, PBTT, and PBC PBL optimization Problem Future work. CMOS with noise. NOT:.

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Vector Journeys

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Homework

Homework. Continue with K&R Chapter 5 Skipping sections 5.7-5.9 for now Not covering section 5.12. Review Pointers. int a[ ] ={1,3,5,7,9,11,13,15,17,19}; int *pa = &a[4],*pb = &a[1]; What is the value of: *(a + 2)? Same as a[2] What is the value of: pa - pb? 3

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???????. ???????????????. y. y. y. y. x. x. o. 0. o. x. 0. x. k<0. k<0. k>0. k>0. ??????????????. ?????? , ? k<0 ?? y ? x ??????. ?????? , ? k>0 ?? y ? x ??????. ???? 1. ? 1 ??? (-2,y 1 ),(-3,y 2 ) ?????? ??? , ? y 1 y 2 ??? (2,y 3 ),(-3,y 4 ) ?????????? y 3 y 4 ?

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??? ?????????????????? ??

??? ?????????????????? ??. ? ??????????????? ???????????????. ? ?????????. ????? ???? AT ? ? O ???? A ?????? AT ??? OA ? ? ??????. O. A. M. T. [ ????? ] ??????????????. ?? 1 ??????????????????. ?? 2 ??????????????????. D. C.

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Chapter 2

Unit Operation & Transfer Phenomena. Chapter 2. Fluid Statics. U O T P. P y+ ? y. P z+ ? z. P x. P x+ ? x. ? z. ? y. ? x. P y. P z. Pressure in a Static Fluid. U O T P. P+dP. S. P. Pressure in a Static Fluid. PS = (P+dP)S +?Sdyg /g c dP+?dyg /gc = 0. dy. ? ? ? ?. ??.

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19.4.4 ????????

19.4.4 ????????. M. P. A. B. N. ??. 1. ???????????. 2. ?? PAB ?? PA=PB , ? PN ?? AB ?? PN?AB. 3. ???? MN?AB ??? N ? P ??? MN ????????? PA=PB ???. M. P. A. B. N. ??. (3) ?? ??. ?????? MN ?AB, ???? N ? AN=BN, ? P ??? MN ???? ?? : PA=PB ?. ?????????????????????????????.

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Overall Goals

Component-Based Software Engineering Building reliable component-based systems Assignments for the CBSE group. Overall Goals. Goals: Get insight in CBSE Basic principles Trends in research and practice Better understanding of particular topic within CBSE

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???????????. ???? ???. 1 ? ?????? ?????????? x ? y ?????????? y ?? ??? ? ?? k ???? k?0 ???????? y ? x ??????? 2. ???????????. ????. y. x. o. o. k ???. k ? 0. k ? 0. ???. ???. ???????. ??. ??. ????. ? ??. ? ??. ??.

242 views • 9 slides