EFFECTIVE DIFFUSIVITY OF MOISTURE IN LOW RANK COAL
|
|
|
- Grant Booth
- 9 years ago
- Views:
Transcription
1 Cheial and Poess Engineeing, 33 (), 43-5 DOI:.478/v EFFECTIVE DIFFUSIVITY OF MOISTURE IN OW RANK COA DURING SUPERHEATED STEAM DRYING AT ATMOSPHERIC PRESSURE Zdisła Pakoski *, Robe Adaski, Słaoi Kapis Tehnial Univesiy of od, Fauly of Poess and Envionenal Engineeing, ul. Wólańska 3, 9-94 Łódź, Poland The effeive diffusiviy of ae in bon oal of Bełhaó ine as expeienally deeined. The expeiens ee pefoed in supeheaed sea a C and aosphei pessue using slighly opessed pelles of ylindial shape. The dying and epeaue uves of he saple ee used o idenify diffusiviy. An invese poble as foulaed and solved by he finie eleen ehod fo 3D axially syei ylindial geoey of he saple. A saisfaoy fi of he siulaed uves o expeienal esuls as obained. The obained dependene of effeive diffusiviy on oisue onen and epeaue ay be used in designing lignie dyes. Keyods: diffusion, oisue, lignie. INTRODUCTION Fossil fuels ae so fa doinaing boh heal and eleial enegy poduion all ove he old. Coal and lignie shae is in oal a. 3%. o ank oal shae ill inease in he fuue. A he oen Euope is he hid old lages onsue of lignie afe USA and China. In Poland lo ank oal s shae in enegy poduion is uenly 36%. Poland has one of he lages bon oal deposis in Euope and ou dependene on i is bound o inease in he fuue (Kaselei and Koioł, 7; Zapooski B., 8). Consideing ha oveall os (inluding ining) of he enegy podued fo lo ank oal is -3% loe han ha of blak oal, his endeny is undesandable. Hoeve, all enegy podues in Euope ae liied by CO eission quoas. In ode o edue he eission of CO he effiieny of he poe geneaion poess us be ipoved. Dying of oal befoe obusion is one of he ays. Alhough nueous dying ehods of oal ee elaboaed (Alladie e al., 4; Pikoń and Mujuda, 7; Ross e al., 5), supeheaed sea dying sees o be he os suiable fo he poe indusy (Kuda and Mujuda, 9; Pakoski, ). o gade sea geneaed in supeheaed sea dying an be easily inopoaed ino he syse of he plan. Dus explosion haad is eliinaed due o oxygen-fee aosphee. Finally, hee is no eission o he aosphee sine he dying yle is fully losed. Fo he supeheaed sea dye design he popeies of lignie neessay inlude sopion isohes and effeive diffusiviy. Suh daa ae eihe diffiul o obain in lieaue o nonexisen. We deal ih sopional equilibiu of lignie in ou ealie ok (Pakoski e al., ). In his ok e onenae on he effeive diffusiviy of ae in lignie. *Coesponding auho, e-ail: [email protected] 43
2 Z. Pakoski, R. Adaski, S. Kapis, Che. Poess Eng.,, 33 (),43-5. EARIER WORK Nueous papes pesen expeienal esuls of dying of lignie eihe in ai o in supeheaed sea. Hoeve, he odel hih is used fo poess siulaion of he single gain dying is he eeding oe odel (Chen e al.,, Chen e al.,, ooi e al., ). In he eeding oe odel i is assued ha poes ae open and evapoaion fon eedes ino he paile duing dying. Thus he enie solid is spli ino dy and e ones. Thee is no oisue anspo in he e one bu only in he dy one. Sine he poes ae filled ih vapo hee is no oisue diffusion in he poes bu only he Day flo of vapo. The diving foe fo his flo is pessue diffeene beeen pessue on he evapoaion fon and he exenal pessue. Pessue on he evapoaion fon is podued by he vapo-e solid equilibiu (sopional equilibiu). The only fied paaee needed in he odel is peeabiliy of oal suue o vapo. In he odel i is assued ha he fon is shap and no oisue is eained in he solid i.e. he solid is non-hygosopi. Hoeve, i follos fo he shape of sopion isohe ha lignie is in fa hydophili. In suh a ase he evapoaion fon ay be ide and evenually fill he enie solid. This oesponds o puely diffusional odel hih is ofen used o desibe dying in solids of uh fine poe suue suh as polyes, fui and vegeable issue, pape, ood e. Indeed, he eal ehanis of oisue anspo duing dying ay be oposed of boh ehaniss i.e. Day flo and diffusion. Suh a odel as developed fo supeheaed sea dying of ood (Adaski, 9). 3. EPERIMENTA 3.. Saple pepaaion Ra lignie as obained fo Bełhaó open pi ine. The saple of lignie as shipped in a double sealed bag and soed in efigeao unil needed. The a lignie oisue onen easued upon eeiving he saple, by dying o onsan eigh a 5 C, as. kg/kg. Ganula lignie as opessed ino pelles of ylindial shape, in a ubula old losed a one end. The pelles ee in diaee and 35 high jus befoe easueens. Alays he sae ass i.e. 4 g of a lignie as used. I as noied ha duing opession a eain aoun of ae dipped fo he old. I as hen neessay o e-hek he pelle oisue onen. By epeaing gaviei analysis i as found ha opessed pelles have oisue onen.9 kg/kg, hih as onsisen houghou all easueens. I eans ha a lignie onains a leas.3 kg/kg of fee ae, hih an be eoved by ehanial ehods. In his poedue he appaen densiy of dy opessed lignie as also easued and as found equal o 58 kg/ 3. Fig.. ignie pelle used fo saple epeaue easueens. ines sho posiions of heoouples 44
3 Effeive diffusiviy of oisue in lo ank oal duing supeheaed sea dying a aosphei pessue To pelles ee siulaneously used in eah dying expeien. One seved fo easuing dying kineis and as oninuously eighed duing dying. The seond seved fo solid epeaue easueens. The saple had o fine holes dilled: one along is axis and he ohe paallel o he axis 5 aay (appoxiaely in he iddle of saple adius) as shon in Fig.. Thin ( ) Fe- CuNi heoouples ee ighly pessed ino he holes. The hole assebly onsised of saple suppoing esh and Teflon soppe, hih seved fo insalling he saple in plae. 3.. The expeienal se-up and poedue The expeienal se-up is shon in Fig.. I povides seady flo of supeheaed sea of onsan epeaue and veloiy, in hih a ylindial saple of lignie undegoes dying. Sea is geneaed in a boile () by o iesed elei heaes 5W eah. I passes hough a buefly valve () and is hen supeheaed in an elei supeheae (3) o he equied epeaue. The flo of sea is hen equalied by a seion (4) filled ih sainless seel shavings. The fis saple (Fig. ) is fixed hoionally in habe (5). I seves aeial epeaue easueens. The seond idenial saple is plaed in habe (6). I is suspended in a ie esh baske unde a balane (7) and oninuously eighed. Sea veloiy in easuing habes is appoxiaely 5 /s and is individually easued in eah un. The sea leaving he habes is ondensed and ondensae is euned o he boile. The ove has a sall enal hole hih seves as a ven, so he inenal pessue is equal o he aosphei one. The esaping sea also enes he ie, on hih he saple baske is suspended so i neve ouhes he alls. The enie se-up is apped in elei heaing blanke and insulaed ih ineal ool o poe agains sea ondensaion on he alls. Addiionally, he op eovable ove has o hoional holes in hih aidge heaes ae insalled. This pevens sea ondensaion and evenual dipping of ondensae on he saples. Fig.. Expeienal se-up fo supeheaed sea dying a) vie b) sheai. boile ih o elei heaes, buefly valve, 3 supeheae, 4 flo equalie, 5 epeaue easuing seion, 6 eighing seion, 7 eleoni balane 3.3. Diffusiviy idenifiaion Mass ansfe in poous solids duing supeheaed sea dying is due o a leas hee ehaniss: Day flo of liquid oisue aused by geneaed pessue gadien, diffusion of oisue in vapo 45
4 Z. Pakoski, R. Adaski, S. Kapis, Che. Poess Eng.,, 33 (), phase and diffusion of bound oisue, boh aused by oisue onen gadien (Pakoski, ). In his peliinay ok, hoeve, he effeive diffusiviy enopassing all he hee ehaniss as used. The axially syei, ylindial, hee-diensional desipion of ass and hea balanes in he saple is as follos: ass balane: τ D eff () hea balane: τ ρ λ ρ τ D T S eff S ) ( () The iniial ondiions: a, [ C] and.9 [kg/kg] Bounday ondiions fo ass ansfe: a ylinde axis (3) a ylinde peiphey D eff D ρ (4) a ylinde bases D Z eff D ρ, (5) Bounday ondiions fo hea ansfe (likeise): (6) v D h Δ α λ ) ( (7) v D Z h Δ α λ ) (, (8) The solid as assued o be isoopi. The effeive diffusiviy dependene on oisue onen and epeaue as assued o have he folloing fo (Pakoski Z., ) RT d d D d eff 3 exp (9) Dying ae D as alulaed using he folloing elaionship: ( ) v D h Δ α * ()
5 Effeive diffusiviy of oisue in lo ank oal duing supeheaed sea dying a aosphei pessue Whee * is he equilibiu epeaue of solid a a given oisue onen and vapo paial pessue (hee aosphei). This onep is a hypohesis ha as pesened in an ealie ok (Pakoski and Adaski, ). Hea ansfe oeffiien a ylinde peiphey as esiaed using available oelaions fo flo pas a ylinde and equaled o 4.8 W/( K). Hea ansfe oeffiien a ylinde bases as assued equal o he above one. The vapo-solid equilibiu fo lignie as aken fo (Pakoski e al., ). I has he fo of he Hendeson equaion (): ih a.763; a.5879; a p P 3 ( a ) a a The folloing aeial popeies ee used: Dy lignie speifi hea apaiy (Heideneih e al., 999): exp () 3 S 5.3( T 3).55 ( T 3) [J/(kg K)] () Dy lignie hea onduiviy (Heideneih e al., 999) 4 λ.9.5 ( T 3) [W/( K)] (3) Dy lignie appaen densiy (easued in his ok) ρ 58 [kg/ 3 ] (4) Sea popeies ee alulaed fo elaionships available a (Pakoski e al., 99). Diffusiviy as idenified using he esuls of expeiens pefoed a sea epeaue of C. The kinei uves of he solid oisue onen and epeaue ee geneaed by he above odel solved by FEM using COMSO Muliphysis sofae. Opiiaion of leas squaes objeive funion as used o find paaees of he diffusiviy equaion (9) using he daa of boh dying uve and epeaue uve. In his ay he dependene of D eff on boh oisue onen and epeaue as aken ino onsideaion. Sea ondensaion peiod as no aken ino aoun as being vey sho. 4. RESUTS AND DISCUSSION The expeienal and opued esuls ae pesened in Figs. 3 and 4. The iniial peiod of sea ondensaion is visible as a apid inease of solid epeaue and oisue onen in he expeienal esuls. I is folloed by a peiod of onsan dying ae, hee epeaue eains equal o sauaion epeaue of sea (hee C). The expeienal dying ae is, in fa, no eally onsan sine a sall uvaue of he dying uve is obseved. The dying ae begins o fall hen appoxiaely equals.7. Hoeve, he epeaue uves sho he end of he onsan ae peiod a.5 kg/kg. A his poin he epeaue begins o aise apidly saing a he sufae and peneaing he solid. Finally, he dy saple eahes he sea epeaue. These esuls ee used o idenify he paaees of he diffusiviy equaion (9). The finie eleen ehod, pogaed in COMSO Muliphysis as used. The obained paaees ae: d.8-7 /s, d.773 i d kj/kol (ae). Gaphial epesenaion of his elaionship is shon in Fig
6 Z. Pakoski, R. Adaski, S. Kapis, Che. Poess Eng.,, 33 (), Exp. daa Model [kg/kg] [in] Fig. 3. Expeienal and siulaed dying uves. Muliple egession oeffiien R Exp. daa R Exp. daa R5 Model R 4 [ C] [in] Fig. 4. Expeienal epeaues and siulaed epeaue in he ene of saple. Muliple egession oeffiien R.93 A opaison of he obained dying uve ih he siulaed one shos ha he siulaed uve has an iniial saigh line segen indiaing he onsan ae peiod ending appoxiaely a. kg/kg. This is he esul of he sopion isohe indiaing unbound oisue pesen in his ange and he assupion ha he solid sufae insanly assues equilibiu epeaue. This is an ovesiplifiaion ha needs being eliinaed by a oe oplex odel of he dying ae. Also he falling dying ae, in ealiy, begins ealie han pedied by he odel. Fuhe ok o ipove he odel is equied. 48
7 Effeive diffusiviy of oisue in lo ank oal duing supeheaed sea dying a aosphei pessue Fig. 5. Dependene of oisue effeive diffusiviy on oisue onen and epeaue As obseved in Fig. 5 he effeive diffusiviy hee is - odes of agniude lage han diffusiviy obained ypially fo solids. Thee ae o ain easons fo his: ) a high epeaue (equal and above he boiling poin) oisue flo is diven by he inenal pessue in he fo of Day flo, ) he solid is highly poous and has lage poes han ypial onolihi poous solids suh as ood, lay, fui and vegeable issue e. A sall dependene of he diffusiviy on oisue onen indiaes ha he odel is a good desipion of he eal poess. 5. CONCUSIONS We Bełhaó bon oal as ined onains appoxiaely. kg/kg of oisue. This oisue onen an be edued o.9 kg/kg by ehanial pessing. The es us be eoved by dying. To desibe he dying poess by a siple odel an effeive diffusiviy of oisue is equied. A pesen no suh daa ae available in lieaue. The esuls obained in his ok on he basis of he pefoed expeiens indiae songe dependene of he effeive diffusiviy on epeaue han on oisue onen in he expeienal ange of hese paaees. Alhough he siulaed esuls saisfaoily fi he expeienal esuls, fuhe efineen of he odel ould ipove he fi auay. The ok on his is in pogess. This ok as finaned fo funds alloaed fo eseah unde Poje No. N N in he yeas 9- by he Minisy of Siene and Highe Eduaion of he Republi of Poland. SYMBOS hea apaiy, J/(kgK) Δh v laen hea of vapoiaion of oisue, kj/(kg K) 49
8 Z. Pakoski, R. Adaski, S. Kapis, Che. Poess Eng.,, 33 (),43-5 p paial pessue, Pa P oal pessue, Pa R univesal gas onsan J/(ol K) R saple adius, uen adius, T epeaue, K epeaue, C D dying ae, kg/( s) oisue onen, kg/kg d.. uen lengh, Z saple lengh, Geek sybols λ hea onduiviy, W/( K) ρ appaen densiy, kg/ 3 τ elapsed ie, s Subsips S liquid oisue dy solid e solid a ylinde peiphey a ylinde base sea REFERENCES Adaski R., 8. The ehanis of oisue anspo in he aeial died ih supeheaed sea. PhD hesis, Tehnial Univesiy of od, od (in Polish). Alladie D.J., Chaffee A.., Jakson W.R., Mashall M., 4. Wae in bon oal and is eoval. In: i C.Z. (Ed.), Advanes in he Siene of Vioian Bon Coal, Elsevie, Chen Z., Wu W., Agaal P.K.,. Sea dying of oal. Pa. Modeling he behavio of a single paile. Fuel, 79, DOI:.6/S6-36(99)7-3. Chen Z., Agaal P.K., Agne J.B.,. Sea dying of oal. Pa. Modeling he opeaion of a fluidied bed dying uni. Fuel, 8, 9-3. DOI:.6/S6-36()8-8. Heideneih C.A., Yan H.M., Zhang D.K., 999. Maheaial odeling of epeaue esponse of lo-ank oal pailes duing pyolysis, Dev. Che. Eng. Mineal Poess., 7(5/6), Kaselei Z., Koioł K., 7. Exavaion poenial of bon oal seo in Poland afe yea 5. Poliyka Enegeyna,,, 4-58 (in Polish). Kuda T., Mujuda A.S., 9. Advaned dying ehnologies. nd ediion, CRC Pess, Boa Raon (F). ooi A. Y., Golonka K., Rhodes M.,. Dying kineis of single poous pailes in supeheaed sea unde pessue. Che. Eng. J., 87, DOI:.6/S ()44-3. Pakoski Z., Baak Z., Suillo C., Sensoe S., 99. Evaluaion of equaions appoxiaing heodynai and anspo popeies of ae, sea and ai fo use in CAD of dying poesses, Dy. Tehnol., 9, DOI:.8/ Pakoski Z.,. dypak 3.6 Poga fo psyhoei and dying opuaions. Onikon d., Łódź, 76. Pakoski Z.,. Design of supeheaed sea dyes. Wydanio Poliehniki Łódkiej, Łodź (in Polish). Pakoski Z., Adaski R., Kokoińska M., Kapis S.,. Genealied desopion equilibiu equaion of lignie in a ide epeaue and oisue onen ange. Fuel, 9, DOI:.6/j.fuel Pakoski Z., Adaski R.,. On pediion of he dying ae in supeheaed sea dying poess, Dy. Tehnol., 9, 3, DOI:.8/
9 Effeive diffusiviy of oisue in lo ank oal duing supeheaed sea dying a aosphei pessue Pikoń J., Mujuda A.S., 7. Dying of oal. In: Mujuda A.S. (Ed.), Handbook of indusial dying, 3d ediion, CRC Pess, Boa Raon (F). Ross D., Dogupahy S., Huynh D., MInosh M., 5. Pessuied flash dying of Yalloun lignie. Fuel, 84, DOI:.6/j.fuel Zapooski B., 8. Analysis of geneaion oss of eleiiy. Poliyka Enegeyna,, (in Polish). Reeived 3 Sepebe Reeived in evised fo 3 Novebe Aeped Deebe 5
HUT, TUT, LUT, OU, ÅAU / Engineering departments Entrance examination in mathematics May 25, 2004
HUT, TUT, LUT, OU, ÅAU / Engineeing depamens Enane examinaion in mahemais May 5, 4 Insuions. Reseve a sepaae page fo eah poblem. Give you soluions in a lea fom inluding inemediae seps. Wie a lean opy of
Transient Analysis of First Order RC and RL circuits
Transien Analysis of Firs Order and iruis The irui shown on Figure 1 wih he swih open is haraerized by a pariular operaing ondiion. Sine he swih is open, no urren flows in he irui (i=0) and v=0. The volage
Advance Jounal of Food Science and Technology
Advance Jounal of Food Science and Technology 5(): 566-57, 03 ISSN: 04-4868; e-issn: 04-4876 Maxwell Scienific Oganizaion, 03 Subied: July 9, 03 Acceped: Augus 03, 03 Published: Decebe 05, 03 Sudy on he
Valuing Long-Lived Assets
Valuing Long-Lived Asses Olive Tabalski, 008-09-0 This chape explains how you can calculae he pesen value of cash flow. Some vey useful shocu mehods will be shown. These shocus povide a good oppouniy fo
Structural VAR approach to mutual fund cash flows: Net flows, inflows, and outflows
Suual VAR appoah o muual fund ash flows: Ne flows, inflows, and ouflows Bong Soo Lee Floida Sae Univesy Yeonjeong Ha, Koea Advaned Insue of Siene and Tehnology Miyoun Paek, Kwangsoo Ko Pusan Naional Univesy
Pricing strategy of e-commerce platform under different operational models
Picing saegy of e-coece lafo unde diffeen oeaional odels Shuihua Han, Yufang Fu School of Manageen, Xiaen Univesiy, Xiaen, 36000, China Absac: We odel icing saegy unde lafo coeiion wih diffeen e-coece
Modeling the Yield Curve Dynamics
FIXED-INCOME SECURITIES Chape 2 Modeling he Yield Cuve Dynamics Ouline Moivaion Inees Rae Tees Single-Faco Coninuous-Time Models Muli-Faco Coninuous-Time Models Abiage Models Moivaion Why do we Cae? Picing
A Note on Risky Bond Valuation
A Note on Risky Bond Valuation C. H. Hui Banking Poliy Depatment Hong Kong Monetay Authoity 0th Floo,, Gaden Road, Hong Kong Email: [email protected] C. F. Lo Physis Depatment The Chinese Univesity
1. Time Value of Money 3 2. Discounted Cash Flow 35 3. Statistics and Market Returns 49 4. Probabilities 81 5. Key Formulas 109
1. Time Value of Money 3 2. Discouned Cash Flow 35 3. Saisics and Make Reuns 49 4. Pobabiliies 81 5. Key Fomulas 109 Candidae Noe: This is a lenghy Sudy Session ha, along wih Sudy Session 3, you should
Newton s Law of Universal Gravitation and the Scale Principle
Newton s Law of Univesal avitation and the ale iniple RODOLO A. RINO July 0 Eletonis Enginee Degee fo the National Univesity of Ma del lata - Agentina ([email protected]) Ealie this yea I wote a pape
Predicting Video-Conferencing Conversation Outcomes Based on Modeling Facial Expression Synchronization
AU Value Pediing Video-Confeening Convesaion Ouomes Based on Modeling Faial Epession Snhonizaion Rui Li, Jaed Cuhan and Mohammed (Ehsan) Hoque ROC HCI, Depamen of Compue Siene, Univesi of Rohese, New Yok,
Predicting Video-Conferencing Conversation Outcomes Based on Modeling Facial Expression Synchronization
AU Value Pediing Video-Confeening Convesaion Ouomes Based on Modeling Faial Epession Snhonizaion Rui Li, Jaed Cuhan and Mohammed (Ehsan) Hoque ROC HCI, Depamen of Compue Siene, Univesi of Rohese, New Yok,
HFCC Math Lab Intermediate Algebra - 13 SOLVING RATE-TIME-DISTANCE PROBLEMS
HFCC Mah Lab Inemeiae Algeba - 3 SOLVING RATE-TIME-DISTANCE PROBLEMS The vaiables involve in a moion poblem ae isance (), ae (), an ime (). These vaiables ae elae by he equaion, which can be solve fo any
Information Tech and Decision Sc
Updated: 11/27/2015 6:04:09A erm:1161 Spring 2016 Information ech and Decision Sc BCIS/Business Comp Info Systems Information ech and Decision Sc BCIS 2610 IN COP IN BUSI 001 (1101) 002 (1774) Vedder 003
Study on Improved Truncated Binary Exponential Back-off Collision Resolution Algorithm
IJCSNS Inernaional Journal of Couer Siene and Nework Seuriy, VOL. 6 No.11, Noveber 6 97 Sudy on Iroved Trunaed Binary Exonenial Bak-off Collision Resoluion Algorih Yongfa Ling and Deyu Meng Fauly of Siene,
The Pricing of Finite Maturity Corporate Coupon Bonds with Rating-Based Covenants
he Picing of Finie Mauiy Copoae Coupon Bonds wih Raing-Based Covenans Ségio Silva Poucalense Univesiy, Pougal e-mail: [email protected] coesponding auho) José Azevedo Peeia ISEG - echnical Univesiy of Lisbon,
29 March 2006. Application of Annuity Depreciation in the Presence of Competing Technologies II Telecom New Zealand
29 Mach 2006 Applicaion of Annuiy Depeciaion in he Pesence of Compeing Technologies II Telecom ew Zealand Pojec Team Tom Hid (Ph.D.) Daniel Young EA Economic Consuling Level 6 33 Exhibiion See Melboune
An iterative wave-front sensing algorithm for high-contrast imaging systems *
An ieaive wave-fon sensing algoihm fo high-conas imaging sysems * Jiangpei Dou,, Deqing Ren,,,3 and Yongian Zhu, aional Asonomical Obsevaoies / anjing Insiue of Asonomical Opics & Technology, Chinese Academy
PHYSICS 111 HOMEWORK SOLUTION #13. May 1, 2013
PHYSICS 111 HOMEWORK SOLUTION #13 May 1, 2013 0.1 In intoductoy physics laboatoies, a typical Cavendish balance fo measuing the gavitational constant G uses lead sphees with masses of 2.10 kg and 21.0
How to calculate effect sizes from published research: A simplified methodology
WORK-LEARNING RESEARCH How o alulae effe sizes from published researh: A simplified mehodology Will Thalheimer Samanha Cook A Publiaion Copyrigh 2002 by Will Thalheimer All righs are reserved wih one exepion.
Critical Condition for Flow Transition in a Full- Developed Annulus Flow
Citial Condition o Flow Tansition in a Full- Developed Annulus Flow Hua-Shu Dou,, Boo Cheong hoo, and He Mann Tsai. Temase Laboatoy, National Univesity o Singapoe, Singapoe 96. Depatment o Mehanial Engineeing,
www.sakshieducation.com
Viscosity. The popety of viscosity in gas is due to ) Cohesive foces between the moecues ) Coisions between the moecues ) Not having a definite voume ) Not having a definite size. When tempeatue is inceased
Autonomic management of scalable load-balancing for ubiquitous networks
Auonomic managemen of scalable -balancing fo ubiquious newoks Toshio TONOUCHI and Yasuyuki BEPPU Inene Sysems Laboaoies, NEC Copoaion {onouchi@cw, y-beppu@ak}.jp.nec.com Absac. In ubiquious newoks, a lo
Pricing and Hedging Guaranteed Annuity Options via Static Option Replication 1
Picing and Hedging Guaaneed Annuiy Opions via Saic Opion Replicaion Anoon Pelsse Head of ALM Dep Pofesso of Mahemaical Finance Naionale-Nedelanden Easmus Univesiy Roedam Acuaial Dep Economeic Insiue PO
Sensitivity Analysis of a Dynamic Fleet Management Model Using Approximate Dynamic Programming
Sensiiviy Analysis of a Dynamic Flee Managemen Model Using Appoximae Dynamic Pogamming HUSEYIN TOPALOGLU School of Opeaions Reseach and Indusial Engineeing, Conell Univesiy, Ihaca, New Yok 14853, USA,
Ultraconservative Online Algorithms for Multiclass Problems
Jounal of Machine Leaning Reseach 3 (2003) 951-991 Submied 2/02; Published 1/03 Ulaconsevaive Online Algoihms fo Muliclass Poblems Koby Camme Yoam Singe School of Compue Science & Engineeing Hebew Univesiy,
Volatility Structures of Forward Rates and the Dynamics of the Term Structure* Peter Ritchken and L. Sanakarasubramanian
Volailiy Sucues o Fowad Raes and he Dynamics o he em Sucue* ypesee: RH 1s poo: 1 Oc nd poo: 3d poo: Pee Richken and L. Sanakaasubamanian Case Wesen Reseve Univesiy; Bea Seans & Co Fo geneal volailiy sucues
THE OPPORTUNITY COST OF BEING CONSTRAINED BY THE TYPE OF ASSET: BONDS ONLY OR STOCKS ONLY
Jounal of Applied conomics Vol IX No 2 (Nov 2006) 325-343 OPPORUNIY CO OF BOND ONLY OR OCK ONLY 325 H OPPORUNIY CO OF BING CONRAIND BY H YP OF A: BOND ONLY OR OCK ONLY ALLA A MLKUMIAN Wesen Illinois Univesiy
9.5 Amortization. Objectives
9.5 Aotization Objectives 1. Calculate the payent to pay off an aotized loan. 2. Constuct an aotization schedule. 3. Find the pesent value of an annuity. 4. Calculate the unpaid balance on a loan. Congatulations!
Optimal investment and long run underperformance of SEO
Opimal invesmen and long un undepefomance of SEO bsac This pape use a eal opion model based on aional picing o explain he sylized eun aound seasoned equiy offeing SEO by opimal invesmen saegy. Manages
Online Appendix I: A Model of Household Bargaining with Violence. In this appendix I develop a simple model of household bargaining that
Online Appendix I: A Model of Household Bargaining ith Violence In this appendix I develop a siple odel of household bargaining that incorporates violence and shos under hat assuptions an increase in oen
Strength Analysis and Optimization Design about the key parts of the Robot
Intenational Jounal of Reseach in Engineeing and Science (IJRES) ISSN (Online): 2320-9364, ISSN (Pint): 2320-9356 www.ijes.og Volume 3 Issue 3 ǁ Mach 2015 ǁ PP.25-29 Stength Analysis and Optimization Design
An Empirical Analysis of the Money Demand Function in India
TileAn empiical analysis of he money Auho(s) Inoue, Takeshi; Hamoi, Shigeyuki Ciaion IDE Discussion Pape. No. 166. 2008 Issue Dae 2008-09 URL hp://hdl.handle.ne/2344/783 Righs
The pricing analysis of reverse mortgage with redemption option
Available online www.jocp.com Jounal of Chemical and Phamaceuical Reseach, 04, 6(6):83-89 Reseach Aicle ISSN : 0975-7384 CODEN(USA) : JCPRC5 The picing analysis of evese mogage wih edempion opion Yanxia
Multicriteria Decision Model for Information Systems Priorities Based on Business Process Management
Multiiteia Deision Model fo Infomation Systems Pioities Based on Business Poess Management Adiel Teixei de Almeida* and Mila Neves Souza** The pape pesents a multiiteia deision model fo infomation system
March 2002. Report to the ACCC. Working Capital. Relevance for the Assessment of Reference Tariffs. The Allen Consulting Group
Mach 00 Repo o he ACCC Woking Capial Relevance fo he Assessmen of Refeence Taiffs The Allen Consuling Goup The Allen Consuling Goup Py Ld ACN 007 06 930 Melboune 4h Floo, 8 Exhibiion S Melboune Vicoia
Products of the Second Pillar Pension
Óbuda Univesity e-bulletin Vol. 4, No. 1, 2014 Poducts of the Second Pilla Pension Jana Špiková Depatent of Quantitative Methods and Infoation Systes, Faculty of Econoics, Matej Bel Univesity Tajovského
Return Calculation of U.S. Treasury Constant Maturity Indices
Reurn Calculaion of US Treasur Consan Mauri Indices Morningsar Mehodolog Paper Sepeber 30 008 008 Morningsar Inc All righs reserved The inforaion in his docuen is he proper of Morningsar Inc Reproducion
A Simple Model for the Determination of Jackknifing
A Siple odel or he Deerinaion o Jakkniing Oren asory Florida Alani Universiy Boa Raon, FL 3331 Grainer Thoas IFA Insiu Franais De ehanique Avanee Capus de Cleron, Les Cezeaux BP 65-63175, Frane Absra Jakkniing
Government Institute for Economic Research. Publications 58. Three takes on sustainability
Govenmen Insiue fo Economic Reseach Publicaions 58 Thee akes on susainabiliy Juha Honkaukia (ed.) Publicaions 58 Sepembe 20 VATT PUBLICATIONS 58 Thee akes on susainabiliy Juha Honkaukia (ed.) Valion aloudellinen
AMB111F Financial Maths Notes
AMB111F Financial Maths Notes Compound Inteest and Depeciation Compound Inteest: Inteest computed on the cuent amount that inceases at egula intevals. Simple inteest: Inteest computed on the oiginal fixed
Ilona V. Tregub, ScD., Professor
Investment Potfolio Fomation fo the Pension Fund of Russia Ilona V. egub, ScD., Pofesso Mathematical Modeling of Economic Pocesses Depatment he Financial Univesity unde the Govenment of the Russian Fedeation
Chapter 7. Response of First-Order RL and RC Circuits
Chaper 7. esponse of Firs-Order L and C Circuis 7.1. The Naural esponse of an L Circui 7.2. The Naural esponse of an C Circui 7.3. The ep esponse of L and C Circuis 7.4. A General oluion for ep and Naural
Random Walk in 1-D. 3 possible paths x vs n. -5 For our random walk, we assume the probabilities p,q do not depend on time (n) - stationary
Random Walk in -D Random walks appear in many cones: diffusion is a random walk process undersanding buffering, waiing imes, queuing more generally he heory of sochasic processes gambling choosing he bes
µ r of the ferrite amounts to 1000...4000. It should be noted that the magnetic length of the + δ
Page 9 Design of Inducors and High Frequency Transformers Inducors sore energy, ransformers ransfer energy. This is he prime difference. The magneic cores are significanly differen for inducors and high
Experiment #1: Reflection, Refraction, and Dispersion
Expeimen #1: Reflecion, Refacion, and Dispesion Pupose: To sudy eflecion and efacion of ligh a plane and cuved sufaces, as well as he phenomenon of dispesion. Equipmen: Ray Box wih Slis Opical Accessoies
Appendix A: Area. 1 Find the radius of a circle that has circumference 12 inches.
Appendi A: Area worked-ou s o Odd-Numbered Eercises Do no read hese worked-ou s before aemping o do he eercises ourself. Oherwise ou ma mimic he echniques shown here wihou undersanding he ideas. Bes wa
MANAGEMENT SCIENCE doi 10.1287/mnsc.1070.0804ec pp. ec1 ec17
MAAEMET SCIECE doi 087/mn0700804e e e7 e-omanion OY AAIABE I EECTOIC OM infom 008 IOMS Eleoni Comanion Call Cene Ououing Cona Unde Infomaion Aymmey by Samee aija Edieal J inke and obe A Sumky Managemen
FXA 2008. Candidates should be able to : Describe how a mass creates a gravitational field in the space around it.
Candidates should be able to : Descibe how a mass ceates a gavitational field in the space aound it. Define gavitational field stength as foce pe unit mass. Define and use the peiod of an object descibing
Threat of a capital levy, expected devaluation and interest rates in France during the interwar period
Thea of a capial levy, expeced devaluaion and inees aes in Fance duing he inewa peiod by Piee-Cyille Haucoeu * and Piee Sicsic ** I. Inoducion The inewa peiod was a ime of gea moneay unes, especially in
Usefulness of the Forward Curve in Forecasting Oil Prices
Usefulness of he Forward Curve in Forecasing Oil Prices Akira Yanagisawa Leader Energy Demand, Supply and Forecas Analysis Group The Energy Daa and Modelling Cener Summary When people analyse oil prices,
SR-Phlx-2016-26 Page 39 of 43 NASDAQ OMX PHLX LLC 1 PRICING SCHEDULE THE EXCHANGE CALCULATES FEES ON A TRADE DATE BASIS.
SR-Phlx-216-26 Page 39 of 43 Deleted text is [baketed]. New text is undelined. NASDAQ OMX PHLX LLC 1 PRICING SCHEDULE THE EXCHANGE CALCULATES FEES ON A TRADE DATE BASIS. EXHIBIT POLICY FOR AMENDING BILLING
Solar wind speed theory and the nonextensivity of solar corona
AXiv:080.170 Sola wind speed theoy and the nonextensivity of sola oona Du Jiulin *, Song Yeli Depatment of Physis, Shool of Siene, Tianjin Univesity, Tianjin 30007, China Abstat. The sola oona is a omplex
Inductance and Transient Circuits
Chaper H Inducance and Transien Circuis Blinn College - Physics 2426 - Terry Honan As a consequence of Faraday's law a changing curren hrough one coil induces an EMF in anoher coil; his is known as muual
ISLAMIC BANKS PROFITABILITY IN AN INTEREST RATE CYCLE
nenaional Jounal of slamic Financial Sevices, Vol.4, No.2 SLAM BANS PROFTABLTY N AN NTEREST RATE YLE Anoua Hassoune slamic finance elies on he cadinal pinciple of pofi and loss shaing (PLS) beween sakeholdes
A Puzzle of Card Payment Pricing: Why Are Merchants Still Accepting Card Payments? Fumiko Hayashi 1. December 28, 2004
Puzzle o Card Payen Priing: Why re Merhans Sill eing Card Payens? Fuiko Hayashi eeber 8, 4 Payens Syse Researh, Federal Reserve Bank o Kansas Ciy Working Paer WP4- Preliinary: Please do no ie or quoe wihou
9:6.4 Sample Questions/Requests for Managing Underwriter Candidates
9:6.4 INITIAL PUBLIC OFFERINGS 9:6.4 Sample Questions/Requests fo Managing Undewite Candidates Recent IPO Expeience Please povide a list of all completed o withdawn IPOs in which you fim has paticipated
2 r2 θ = r2 t. (3.59) The equal area law is the statement that the term in parentheses,
3.4. KEPLER S LAWS 145 3.4 Keple s laws You ae familia with the idea that one can solve some mechanics poblems using only consevation of enegy and (linea) momentum. Thus, some of what we see as objects
Economics Honors Exam 2008 Solutions Question 5
Economics Honors Exam 2008 Soluions Quesion 5 (a) (2 poins) Oupu can be decomposed as Y = C + I + G. And we can solve for i by subsiuing in equaions given in he quesion, Y = C + I + G = c 0 + c Y D + I
Episode 401: Newton s law of universal gravitation
Episode 401: Newton s law of univesal gavitation This episode intoduces Newton s law of univesal gavitation fo point masses, and fo spheical masses, and gets students pactising calculations of the foce
Voltage ( = Electric Potential )
V-1 of 9 Voltage ( = lectic Potential ) An electic chage altes the space aound it. Thoughout the space aound evey chage is a vecto thing called the electic field. Also filling the space aound evey chage
Worked Examples. v max =?
Exaple iction + Unifo Cicula Motion Cicula Hill A ca i diing oe a ei-cicula hill of adiu. What i the fatet the ca can die oe the top of the hill without it tie lifting off of the gound? ax? (1) Copehend
The Greek financial crisis: growing imbalances and sovereign spreads. Heather D. Gibson, Stephan G. Hall and George S. Tavlas
The Greek financial crisis: growing imbalances and sovereign spreads Heaher D. Gibson, Sephan G. Hall and George S. Tavlas The enry The enry of Greece ino he Eurozone in 2001 produced a dividend in he
Stochastic Optimal Control Problem for Life Insurance
Sochasic Opimal Conrol Problem for Life Insurance s. Basukh 1, D. Nyamsuren 2 1 Deparmen of Economics and Economerics, Insiue of Finance and Economics, Ulaanbaaar, Mongolia 2 School of Mahemaics, Mongolian
WHERE HAVE WE COME FROM?...
A SOCHASIC ASSE MODEL & CALIBRAION FOR LONG-ERM FINANCIAL PLANNING PURPOSES John Hibbe, Philip Mowbay & Caig unbull June 00 Copyigh 00 Baie & Hibbe Limied Baie & Hibbe Limied is a membe of he Secuiies
Relationship between stock index and increments of stock market trading accounts
Relaionship beween sock index and increens of sock arke rading accouns Zhenlong Zheng, Yangshu Liu Zhenlong Zheng, a professor fro Deparen of Finance, Xiaen Universiy, Xiaen, Fujian, 6005, China. E-ail:
Module 4. Single-phase AC circuits. Version 2 EE IIT, Kharagpur
Module 4 Single-phase A circuis ersion EE T, Kharagpur esson 5 Soluion of urren in A Series and Parallel ircuis ersion EE T, Kharagpur n he las lesson, wo poins were described:. How o solve for he impedance,
RISK PROFILES OF LIFE INSURANCE PARTICIPATING POLICIES: MEASUREMENT AND APPLICATION PERSPECTIVES
122 Invesmen Managemen and Financial Innovaions, Volume 4, Issue 3, 2007 RIK PROFILE OF LIFE INURANCE PARTICIPATING POLICIE: MEAUREMENT AND APPLICATION PERPECTIVE Albina Olando *, Massimiliano Poliano
OPTIONS ON PENSION ANNUITY
06 Invesmen Managemen and Financial Innovaions, Volume 4, Issue 3, 007 OPION ON PNION NNUIY hulamih. Goss *, Rami Yosef **, Ui Benzion *** bsac We inoduce a uoean (eoic) call oion on a ension annuiy. he
STUDENT RESPONSE TO ANNUITY FORMULA DERIVATION
Page 1 STUDENT RESPONSE TO ANNUITY FORMULA DERIVATION C. Alan Blaylock, Hendeson State Univesity ABSTRACT This pape pesents an intuitive appoach to deiving annuity fomulas fo classoom use and attempts
4a 4ab b 4 2 4 2 5 5 16 40 25. 5.6 10 6 (count number of places from first non-zero digit to
. Simplify: 0 4 ( 8) 0 64 ( 8) 0 ( 8) = (Ode of opeations fom left to ight: Paenthesis, Exponents, Multiplication, Division, Addition Subtaction). Simplify: (a 4) + (a ) (a+) = a 4 + a 0 a = a 7. Evaluate
Chapter 13 Fluids. Use the definition of density to express the mass of the gold sphere: The mass of the copper sphere is given by:
Chapte Fluid 5 One phee i ade of gold and ha a adiu and anothe phee i ade of coppe and ha a adiu. f the phee have equal a, hat i the atio of the adii, /? ictue the oble We can ue the definition of denity
Securitization of Crossover Risk in Reverse Mortgages. Chou-Wen Wang 1 Hong-Chih Huang 2 Yuan-Chi Miao 3 ABSTRACT
Secuiizaion of Cossove Risk in Revese Mogages Chou-Wen Wang Hong-Chih Huang Yuan-Chi Miao 3 ABSTRACT When he ousaning balance excees he housing value befoe he loan is sele, he insue suffes an exposue o
Transformations. Computer Graphics. Types of Transformations. 2D Scaling from the origin. 2D Translations. 9/22/2011. Geometric Transformation
9// anfomaion. Compue Gaphic Lecue anfomaion Wha i a anfomaion? Wha oe i o? anfom he cooinae / nomal veco of objec Wh ue hem? Moelling -Moving he objec o he eie locaion in he envionmen -Muliple inance
Skills Needed for Success in Calculus 1
Skills Needed fo Success in Calculus Thee is much appehension fom students taking Calculus. It seems that fo man people, "Calculus" is snonmous with "difficult." Howeve, an teache of Calculus will tell
Hedging Portfolios with Short ETFs
Hedging Pofolios wih Sho EFs hosen Michalik, Deusche Bank AG Leo Schube, Consance Univesiy of Applied Sciences [email protected] [email protected] Documenos de abajo en Análisis Económico.-
FIRST UNIVERSITY OF NAPLES FEDERICO II PHD SCHOOL IN: INNOVATIVE TECHNOLOGIES FOR MATERIALS, SENSORS AND IMAGING. XXII CYCLE (2006-2009) THESIS
FRST UNERSTY OF NAPES FEDERCO PHD SCHOO N: NNOATE TECHNOOGES FOR MATERAS, SENSORS AND MAGNG. XX CYCE (6-9 THESS NUMERCA-ANAYTCA METHODS FOR PARTCE ACCEERATORS TUTOR Pof. TTORO G. ACCARO CANDDATE MARCO
The Virtual Spring Mass System
The Virtual Spring Mass Syste J. S. Freudenberg EECS 6 Ebedded Control Systes Huan Coputer Interaction A force feedbac syste, such as the haptic heel used in the EECS 6 lab, is capable of exhibiting a
Differential Equations and Linear Superposition
Differenial Equaions and Linear Superposiion Basic Idea: Provide soluion in closed form Like Inegraion, no general soluions in closed form Order of equaion: highes derivaive in equaion e.g. dy d dy 2 y
1240 ev nm 2.5 ev. (4) r 2 or mv 2 = ke2
Chapte 5 Example The helium atom has 2 electonic enegy levels: E 3p = 23.1 ev and E 2s = 20.6 ev whee the gound state is E = 0. If an electon makes a tansition fom 3p to 2s, what is the wavelength of the
cooking trajectory boiling water B (t) microwave 0 2 4 6 8 101214161820 time t (mins)
Alligaor egg wih calculus We have a large alligaor egg jus ou of he fridge (1 ) which we need o hea o 9. Now here are wo accepable mehods for heaing alligaor eggs, one is o immerse hem in boiling waer
Converting knowledge Into Practice
Conveting knowledge Into Pactice Boke Nightmae srs Tend Ride By Vladimi Ribakov Ceato of Pips Caie 20 of June 2010 2 0 1 0 C o p y i g h t s V l a d i m i R i b a k o v 1 Disclaime and Risk Wanings Tading
Spirotechnics! September 7, 2011. Amanda Zeringue, Michael Spannuth and Amanda Zeringue Dierential Geometry Project
Spiotechnics! Septembe 7, 2011 Amanda Zeingue, Michael Spannuth and Amanda Zeingue Dieential Geomety Poject 1 The Beginning The geneal consensus of ou goup began with one thought: Spiogaphs ae awesome.
est using the formula I = Prt, where I is the interest earned, P is the principal, r is the interest rate, and t is the time in years.
9.2 Inteest Objectives 1. Undestand the simple inteest fomula. 2. Use the compound inteest fomula to find futue value. 3. Solve the compound inteest fomula fo diffeent unknowns, such as the pesent value,
Portfolio Performance Attribution
Potfolio Pefoance Attibution Alia Biglova, Svetloa Rachev 2 Abstact In this pape, we povide futhe insight into the pefoance attibution by developent of statistical odels based on iniiing ETL pefoance isk
17 Laplace transform. Solving linear ODE with piecewise continuous right hand sides
7 Laplace ransform. Solving linear ODE wih piecewise coninuous righ hand sides In his lecure I will show how o apply he Laplace ransform o he ODE Ly = f wih piecewise coninuous f. Definiion. A funcion
Exam 3: Equation Summary
MASSACHUSETTS INSTITUTE OF TECHNOLOGY Depatment of Physics Physics 8.1 TEAL Fall Tem 4 Momentum: p = mv, F t = p, Fext ave t= t f t= Exam 3: Equation Summay total = Impulse: I F( t ) = p Toque: τ = S S,P
4. International Parity Conditions
4. Inernaional ariy ondiions 4.1 urchasing ower ariy he urchasing ower ariy ( heory is one of he early heories of exchange rae deerminaion. his heory is based on he concep ha he demand for a counry's currency
