ࡱ;  !I"  $#-,%&'()*+/.1032546798;:=<?>@ABCEDGFHJKiLNMPOQRTSVUWXZY\[]^`_badcefhgkjmlqnoprstuvwxzy|{~}Root Entry F:K@&CompObjbWordDocument(OObjectPoolY觧K觧K  !"#$%&(-/01235:<=>?@ABDIKLMNOQVXYZ[\`bcdefjlmnoptvwxyz| FMicrosoft Word 6.0 Document MSWordDocWord.Document.6; ࡱ; Lࡱ; >>  .1  &p & MathType-8M8ܥe- eZHOE9,,,,24fv4TTTTTdTJ"\^^^{To,%;%,,,,\8r,,,,\CALCULATION OF GLOBAL IRRADIATION OF TILTED SURFACE AND THE ENERGY CONTRIBUTION OF PHOTOVOLTAIC SYSTEM FOR THE REGION OF HVAR Jadranka Vuletin, Ivan Zulim i Mirjana Grbac Faculty of Electrical Engineering, Mechanical Engineering and Naval Architecture - Split Nenad Sikimi Split - Shipping Company, Split Key words: Solar enrgy Photovoltaic system Energy contribution Kljune rijei: Sunevo zraenje Fotonaponski sustav Energetski doprinos Monthly average of daily global irradiation on south oriented tilted surface is calculated for the region of Hvar. The long term data of solar insolation measurements as well as the calculations of the irradiation on a horizontal surface, are used. In estimation of the diffuse component of solar radiation the modified relations suitable to our climate region are applied. The colector tilt depedence of various climatic periods has been examined and the energetic contribution of photovoltaic system is estimated. 1. INTRODUCTION To calculate and design the devices for solar energy conversion it is necessary to know the Solar energy incident on the solar collector surface. Solar irradiation differs from location to location, depends upon the regional climatic conditions and varies during a day, month and year. The meteorological stations in Croatia measure mostly the Solar irradiation incident on a horizontal surface, and in the stations where these measurementsare not made, the irradiation of the horizontal surface is calculated from the data referred to the sunshine duration (insolation), cloudliness etc. Solar irradiation on a tilted surface has not been measured systematically, therefore it is necessary to calculate it for designing solar energy conversion devices. 2. DURATION OF SUNSHINE IN HVAR The heliograph was set up in Hvar in 1931, and since then the duration of sunshine has been observed, and from those data the solar irradiation on a horizontal collector surface has been estimated. Monthly average daily global irradiation  EMBED Equation.2 on a horizontal surface is calculated from the average daily value  EMBED Equation.2  of relative sunshine duration and average daily value of extraterrestrial irradiation on a horizontal surface  EMBED Equation.2  for each month, using the Angstr(m-Page relation (1,2(:  EMBED Equation.2 = EMBED Equation.2  ( a + b EMBED Equation.2 ) in which the coefficients a and b depend upon the location being observed. The values for a and b calculated for the locations where the solar irradiation on a horizontal surface has been measured could also be used for the locations where those measurements are not made, but have similar climatic conditions. Relative sunshine duration S is defined as the ratio of real insolation s and possible duration of a sunny day (time from sunrise to sunset) Z. In table 2.1. are given average monthly values of real sunshine duration ( EMBED Equation.2 ), possible duration ( EMBED Equation.2 ), and relative duration ( EMBED Equation.2 ) for the period from 1961. to 1980. for Hvar (3( as well as the calculated average daily values of extraterrestrial and global irradiation on a horizontal surface  EMBED Equation.2 for each month. The values of the coefficients a and b have been estimated for Hvar from calculations of the monthly averages of that coefficients for the locations in which global irradiation on a horizontal surfaces is measured. Table 2.1. Average monthly values of the real sunshine duration, possible duration, relative duration, and average daily values of extraterrestrial and global irradiation on a horizontal surface month  EMBED Equation.2 (hour)  EMBED Equation.2 (hour)  EMBED Equation.2 (%)  EMBED Equation.2 (kWh/m2)  EMBED Equation.2 (kWh/m2) I 121,1 288 42,0 3,70 1,72 II 145,5 291 50,0 5,13 2,68 III 187,0 360 51,9 7,21 3,93 IV 226,1 390 58,0 9,37 5,20 V 282,9 431 65,6 10,93 6,27 VI 317,8 430 73,9 11,59 7,24 VII 362,0 434 83,4 11,24 7,23 VIII 326,5 418 78,1 9,93 6,19 IX 257,8 366 70,4 7,93 4,73 X 212,2 335 63,3 5,73 3,42 XI 123,6 288 42,9 4,01 1,94 XII 111,7 262 42,6 3,28 1,45 Besides the sunshine duration, the number of days without sunshine as well as the number of days with the continuous sunshine can complete sunshine characteristics of a particular location. . The average number of days with continuous sunshine for Hvar in the period 1961-1980, is given in the table 2.2., and the average number of days without sunshine in table 2.3. (3(. Table 2.2. The average number of days with continuous sunshine for Hvar: monthI IIIIIIVVVIVIIVIIIIXXXIXIInumber of days4,56,34,96,76,99,314,313,612,27,94,62,9 Tablica 2.3. The average number of days without sunshine for Hvar: month I IIIIIIVVVIVIIVIIIIXXXIXII number of days6,03,53,01,60,60,10,10,20,71,74,26,8 3. CALCULATION OF MONTHLY AVERAGE VALUES OF GLOBAL IRRADIATION ON A TILTED SURFACE In this paper, the monthly average global irradiation of tilted collector surface  EMBED Equation.2  has been calculated using daily global irradiation average value  EMBED Equation.2  according to the Liu-Jordan relation (5(:  EMBED Equation.2  =  EMBED Equation.2 ( EMBED Equation.2 , in which  EMBED Equation.2  is the monthly average value of tilt factor being given by the expression:  EMBED Equation.2  , where is: ( - collector tilt angle  EMBED Equation.2  - monthly average daily diffuse component of radiation on a horizontal surface ( - reflectivity factor of ground  EMBED Equation.2  - monthly average daily value of the tilt factor referred to the direct component of radiation Monthly average daily diffuse irradiation  EMBED Equation.2  is calculated from the Liu-Jordan empirical relation (6(, being modified for our climatic region (7( is  EMBED Equation.2  = (1,60 - 4,17  EMBED Equation.2  + 5,29 EMBED Equation.2 2 - 2,86 EMBED Equation.2 3)  EMBED Equation.2 , where  EMBED Equation.2  is monthly average value of the clearness index being defined as the ratio of monthly average daily global irradiation of a horizontal surface on the ground  EMBED Equation.2  and monthly average daily extraterrestrial global radiation on a horizontral surface  EMBED Equation.2 :  EMBED Equation.2  =  EMBED Equation.2 / EMBED Equation.2  . Monthly average daily value of the direct radiation tilt factor  EMBED Equation.2  can be expressed as the ratio of the monthly average irradiation values for tilted and that on horizontal surface (5(. For the south oriented surfaces,  EMBED Equation.2  is given by:  EMBED Equation.2  , where is: ( - latitude ( - Sun declination ( - Sun rise angle for a horizontal surface ( = arc cos(- tg( tg() (' - Sun rise angle for a tilted surface (' = min((, arc cos(-tg((-() tg(( ( The calculations are made for average daily values of the clearness index  EMBED Equation.2 , diffuse irradiation of a horizontal surface  EMBED Equation.2 , and global irradiation of a tilted surface  EMBED Equation.2  for Hvar ((=43(10() for the tilt angles: (1 = ( , (2 = ( +15(, (3 =( -15( . The value of reflectivity factor is taken 0,2. The average values of global irradiation on a horizontal surface  EMBED Equation.2  for period 1961. to 1980. (table 2.1.) are used in calculations, and the obtained results are given in tables 3.1. and 3.2. The average values of daily global irradiation on a tilted surface,  EMBED Equation.2  are shown in fig. 3.1. Table 3.1. The average daily values of the clearness index and corresponding diffuse irradiation on a horizontal surface monthIIIIIIIVVVIVIIVIIIIXXXIXII  EMBED Equation.2 0,4650,5220,5450,5550,5730,6250,6430,6230,5960,5960,4830,443 EMBED Equation.2 (kWh/m2) 0,8901,3461,7110,0610,1091,4452,4992,3991,6974,9503,2002,560 Table 3.2. Mean daily global irradiation on a tilted surface of the south oriented collector  EMBED Equation.2 (kWh/m2), for tilt angles ( ,( +15o,( -15o, in Hvar: monthIIIIIIIVVVIVIIVIIIIXXXIXIIyearly ( +15o3,074,064,654,874,985,305,485,445,194,993,332,7055,06(2,933,994,815,315,666,176,326,055,474,953,202,5657,42( -15o2,633,714,725,516,116,806,916,385,474,642,902,2858,06  EMBED Equation.2 (kWh/m2)  EMBED MSGraph month Figure 3.1. Monthly average values of daily global irradiation on the tilted surface of the south oriented collector, for the tilt angles: (1 = ( , (2 = ( +15(, (3 =( -15( . The average value of the monthly daily global irradiation on tilted surface is high for Hvar (table 3.1.) throughout a year . For the winter months the optimal angle is ( +15(. 4. CALCULATION OF ENERGY CONTRIBUTION FOR A PHOTOVOLTAIC SYSTEM In fig. 4.1. is shown a typical photovoltaic system consisting of a module, load and battery. Battery supplies load with energy during the time when there is no sunshine or in the conditions when the level of produced energy is insufficient to the needs of load. A photovoltaic system can function even without battery during the sunshine, but in that case the produced electric energy has to be immediately used while the excess energy will be irreversibily wasted.  EMBED CDraw4  Figure 4.1. Typical configuration of a photovoltaic system Mean daily electric energy available to the load  EMBED Equation.2 p equals  EMBED Equation.2 p =  EMBED Equation.2  EMBED Equation.2  (4.1) where  EMBED Equation.2  is mean daily incident Solar irradiation, and  EMBED Equation.2  is the average module efficiency, or the efficency of module and control subsystem. The incident Solar irradiation is calculated from the average daily global irradiation data for the tilted surface  EMBED Equation.2 , so the relation (4.1.) can be written as  EMBED Equation.2 p =  EMBED Equation.2 A EMBED Equation.2  EMBED Equation.2  , (4.2.) where A is the effective area of the panel and  EMBED Equation.2  is the average transmissivity of the panel cover. For the calculations of the average daily amount of electric energy available to the load,  EMBED Equation.2 p, for several typical module arrangements (the number of modules nm = 4,8,40 i 80) are used the data referred to the irradiation on a tilted surface,  EMBED Equation.2  (table 3.2.). The calculation is made for Hvar region using the module type KT1-3A (production of Konar-Solar Cells Splitu) with effective area A = 0,285m2 , average cover transmissivity  EMBED Equation.2 =1, module efficency  EMBED Equation.2 m=0,06 and control subsystem efficiency  EMBED Equation.2 c = 0,9, for the following values of tilt angles (1=(=43(10( (Hvar), (2 = ( +15(, (3 =( -15( . In tables 4.1.a.,b.,c. are given the calculation results for mean daily values of electrical energy  EMBED Equation.2 p, and in tables 4.2.a.,b.,c. mean monthly values of electrical energy available to the load  EMBED Equation.2 p for several typical system configurations (nm = 4,8,40 i 80 modules) . Table 4.1. Average daily values (over the months) of electrical energy available to the load for several typical system configurations (nm = 4,8,40 i 80 modules) and tilt angles: a) ( =( =43(10(  EMBED Equation.2 p (kWh(month EMBED Equation.2  (kWh/m2(nm=4nm=8nm=40nm=80I2,930,180,361,803,60II3,990,240,482,404,80III4,810,300,603,006,00IV5,310,320,643,206,40V5,660,350,703,507,00VI6,170,380,763,807,60VII6,320,390,483,907,80VIII6,050,370,743,707,40IX5,470,330,663,306,60X4,950,310,623,106,20XI3,200,200,402,004,00XII2,560,160,321,603,20 EMBED Equation.2  b) ( =( +15(=58(10(  EMBED Equation.2 p (kWh(month EMBED Equation.2  (kWh/m2(nm=4nm=8nm=40nm=80I3,070,190,38 1,90 3,80 II4,06 0,25  0,50 2,50 5,00III 4,65 0,29 0,58 2,90 5,80IV 4,87 0,30 0,60 3,00 6,00V 4,98 0,31 0,62 3,10 6,20VI 5,30 0,33 0,66 3,30 6,60VII 5,48 0,34 0,68 3,40 6,80VIII 5,44 0,33 0,66 3,30 6,60IX 5,19 0,32 0,64 3,20 6,40X 4,99 0,31 0,62 3,10 6,20XI 3,33 0,20 0,40 2,00 4,00XII 2,70 0,17 0,34 1,70 3,40 EMBED Equation.2  c) ( =( -15(=28(10(  EMBED Equation.2 p (kWh(month EMBED Equation.2  (kWh/m2(nm=4nm=8nm=40nm=80I2,630,160,32 1,60 3,20 II 3,71 0,23 0,46 2,30 4,60III 4,72 0,29 0,58 2,90 5,80IV 5,51 0,34 0,68 3,40 6,80V 6,11 0,38 0,76 3,80 7,60VI 6,80 0,42 0,84 4,20 8,40VII 6,91 0,42 0,84 4,20 8,40VIII 6,38 0,39 0,78 3,90 7,80IX 5,47 0,34 0,68 3,40 6,80X 4,64 0,28 0,56 2,80 5,60XI 2,90 0,18 0,36 1,80 3,60XII 2,28 0,14 0,28 1,40 2,80 EMBED Equation.2   EMBED Equation.2 Table 4.2. The average monthly values of electrical energy available to a load for several typical system configurations (nm = 4,8,40 i 80 modules), and the values of the tilt angles: a) ( =( =43(10( Wp (kWh(monthN EMBED Equation.2  (kWh/m2(nm=4nm=8nm=40nm=80I90,835,5911,1855,90111,80II111,726,8813,7668,80137,60III149,119,1818,3691,8183,60IV159,309,8119,6298,1196,20V175,4610,8021,60108,00216,00VI185,1011,3922,78113,90227,80VII195,9212,0624,12120,60241,20VIII187,5511,5423,08115,40230,80IX164,1010,1020,20101,00202,_904465391F觧K觧KOle PIC LMETA hTimes New Roman Cyr- 2  H: & "System-@h ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W==@= 2H3$!mlࡱ; CompObj ZObjInfo Equation Native <_904465390e F觧K觧K00X153,459,4518,9094,50189,00XI96,005,9111,8259,10118,20XII79,364,889,7648,8097,60per year1747,90107,59215,191075,902151,80 b) ( =(+15( =58(10( Wp (kWh(monthN EMBED Equation.2  (kWh/m2(nm=4nm=8nm=40nm=80I 95,175,8611,7258,60117,20II113,687,0014,0070,00140,00III144,158,8717,7488,70177,40IV146,108,9917,9889,90179,80V154,389,5019,0095,00190,00VI159,009,7919,5897,90195,80VII169,8810,4620,92104,60209,20VIII168,6410,3820,76103,80207,60IX155,709,5819,1695,80191,60X154,699,5219,0495,20190,40XI 99,906,1512,3061,50123,00XII 83,705,1510,3051,50103,00per year 1644,99101,25202,501012,502025,00 c) ( =(-15( =28(10( Wp (kWh(monthN EMBED Equation.2  (kWh/m2(nm=4nm=8nm=40nm=80I81,535,0010,0050,00100,00II103,886,3912,7863,90127,80III146,329,0118,0290,10180,20IV165,3010,1820,36101,80203,60V189,4111,6623,32116,60233,20VI204,0012,5625,12125,60251,20VII214,2113,1926,38131,90263,80VIII197,7812,1824,36121,80243,60IX164,1010,1020,20101,00202,00X143,848,8517,7088,50177,00XI87,005,3610,7253,60107,20XII70,684,358,7043,5087,00per year 1768,05108,83217,661088,302176,60 5. CONCLUSION The calculation of global irradiation on a tilted collector surface as well as investigation of the dependence of the irradiation upon the tilt angle during a year make it possible to choose the optimal tilt angle for the winter months, for the summer months, and for the annual average of the acumulated energy. LITERATURE: (1( A. Angstr(m: Computation of Global Radiation from the Records of Sunshine Hours, Arkiv Geophysik 3(1956)556. (2( J.K.Page: The Estimation of Monthly Mean Values of Daily Total Short-Wave Radiation on Vertical and Inclined Surfaces from Sunshine Records for Latitudes 40oN-40 oS, Proceedings of the UN Conference on New Sources of Energy 4(1964)378 (3( Meteoroloki parametri potrebni za iskoritavanje Suneve energije u SR Hrvatskoj, I dio - Trajanje sijanja Sunca, Republiki hidrometereoloki zavod, Centar za metereoloka istraivanja, Zagreb, 1981. (4( Meteoroloki parametri potrebni za iskoritavanje Suneve energije u SR Hrvatskoj, III dio - Globalno zraenje, Republiki hidrometereoloki zavod, Centar za metereoloka istraivanja, Zagreb, 1986. (5( B.Y.H.Liu and R.C.Jordan: Availability of Solar Energy for Flat-Plate Solar Heat Collectors Daily Insolation on Surface Tilted Toward the Equator, ASHRAE Trans. (1962)526 (6( B.Y.H.Liu and R.C.Jordan: Availability of Solar Energy for Flat-Plate Solar Heat Collectors, in Applications of Solar Energy for Heating and Cooling of Buildings, ed.R.C.Jordan and B.Y.H.Liu, American Society of Heating, Refrigerating and Air-Conditioning Engineers, Inc., Atlanta, Ga.,1977. (7( P.Kulii:Korelacije izmeu difuznog i globalnog zraenja, Suneva energija Vol.6, No.1 (1985)7 PRORAUN GLOBALNE OZRAENOSTI NAGNUTE PLOHE I ENERGETSKOG DOPRINOSA FOTONAPONSKOG SUSTAVA U PODRUJU HVARA Proraunat je mjeseni prosjek dnevne globalne ozraenosti nagnute plohe kolektora okrenutog prema jugu u podruju Hvara. Koriteni su podaci dugogodinjih mjerenja insolacije te prorauni ozraenosti horizontalne plohe. Za procjenu difuzne komponente zraenja primjenjivane su modificirane relacije prilagoene naem klimatskom podruju. Ispitivana je ovisnost o kutu nagiba kolektora u razliitim vremenskim razdobljima te je procijenjen energetski doprinos fotonaponskog sustava. PAGE  PAGE 9 PAGE \# "'Page: '#' '"  PAGE \# "'Page: '#' '"   .A *9.A 9.A esࡱ; OleEntry  FPICObj  LMETAcument hCompObjlZLࡱ; 3  .1  `&@p & MathType-8?8%Times New Roman Cyr- 2  S & "System- ######xxࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W==$= 2S ࡱ; L44@@ࡱ; 44fF  .ObjInfo 1W3`0W3W314147%&7%1W3hW3W3 24 24Equation Native <_904465389"83 "3F觧K٨K\W3D33D3Ole\W3lt8lt87%'7%'7%W3hW3L3W3EdFl3t8 PIC 1W3`0W3 `46$`46 L META `CompObjݜ*o!A""^B#'Z/ObjInfo((E>))j(**9j++J2,,.. //)""1  & & MathType@-8M8Times New Roman Cyr0- 2  H: Times New Roman CyrX- 2 nop & "System-rux{|zxz~~~ytrtx{|zxy}ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=== 2H oࡱ; Lࡱ; >>  .1  &p &Equation NativeStW3Ex68@686846 EFF9G*<I_904465388L]MMENN:OOIPP F٨K٨KQVVGOlegXXaYY1ZZa[[S {\\Cg] __QF``h.+cPICSeeffjJggu3lhhJAii7e  llN,mm,LppMETAGqvvCww-}xx 1W3`0W3& }}~~.hCompObj[  6n{4ZqObjInfoJ4H2Aph"}36\Equation NativeXR ӕ$ o<g7< MathType-8M8Times New Roman Cyr- 2  H: & "System-@h ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W==@= 2H3$!ml_904465387ߚ 1W3`0W3"F٨K٨KMOleL c"Le8PICiiiwww !$9LMETAfx 7T;dࡱ; L44@@ࡱ; 44fF  .1  & & MathType@-8M8Times New Roman Cyr0- 2  H: Times New Roman CyrX- 2 nop & "System-rux{|zxz~~~ytrtx{|zxy}ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=== 2H oࡱ; CompObj  .ObjInfo1-FREquation Native S<_9044669290FB KB KLOle TPIC 1W3`0W3 /1`46$`46 UL META 2`WhObjInfoݜ*o!A""^B#]/_904466928(E>))j(**9j++J2,,=.5FB KB K)""1  @& L & MathType-808Times New Roman CE- 2  s & "System-ࡱࡱ; ࡱ; LOleGqvvCww-}xx 1W3`0W3& }}~~^PICObj[  46 6n{_LqMETAfoJ4H2Aph 7"}3ah\ObjInfoNativeXR ӕ$o<ggࡱ; n>  .1  `&@d & MathType-DKD"Times New Roman CE- 2  Z & "System-ࡱࡱ; _904466927ߚ 1W3`0W3:FB KB KMOleL c"LehPICiiiwww 9;iLMETAfx <7Tkhdࡱ; L`ࡱ; `n  .1  @& p & MathType-8K8 Times New Roman CE- 2  S & "System-ࡱࡱ; ࡱ; Lࡱ; >>  .1  &p & MathType-8M8ObjInfoAFsLMETAntry  FuhCompObj@B{ZEquation Native }<_894718886EFo;Ko;KPZTimes New Roman Cyr- 2  H: & "System-@h ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ;  W==@= 2H3$!mlࡱ; L`Ole ~ PIC$%&(-/0 DF5L@METADIKLMNO GVXYh`ObjInfofjlmnopvwxyࡱ; `>  .1  @& L & MathType-808Times New Roman CE- 2  s & "System-ࡱࡱ; _894718904ߚ 1W3`0W3CMJFo;Ko;KMOleL c"LePICiiiwww IKLMETAfx L7Thdࡱ; Lࡱ; n>  .1  `&@d & MathType-DKD"Times New Roman CE- 2  Z & "System-ࡱࡱ; ࡱ; L`ࡱ; `n  .1  @& p & MathType-8K8 ObjInfo>  .1  &p &Equation NativeW314147%&7%1W3hW3 W3 24 24<_894718937tive_'[FlKlK<Ole65389"83 "3 FD3PIC\W3lt8lt87%'7%'7%W3hW3L3W3EdFl3t8 Z]LMETAfo>  .Equation Native ffII3+/+/ ]]!"5!24&#"<ܓ}_904468352ꚨ.af'@s{!@3gFlKɝKE &Oleion NativeG6 ~PIC65386~v fiFLMETA hCompObjhjZEquation Native <_893687146mFɝKɝK1  &p & MathType-8M8Times New Roman Cyr- 2  H: & "System-@h ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ;  W==@= 2H3$!mlOlenfo))j(**9j++J2,, Fh""Times New Roman Cyr- 2  H: & "System-op & ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W==@= 2Hࡱ; CompObj{}ZObjInfo~Equation Native <_893687071kFήKήKOleEntry  FPICObj LMETAcument hCompObjlZLࡱ;    .1  &`p & MathType-888LTimes New Roman Cyr- 2  R & "System- (3$LGࡱ      !$&'()*+,.2456789:<@BCDEFGHJOQRSTUVWY^`abcdefhmopqrstuw|~ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ;  W=/=3= 2R New Roman Cyrࡱ; L<ࡱ; <6G ~ .1   & &Equation Native 1W3`0W3 `46$`46 < _893684848 FήKήKWhOlenfoݜ*o !A""^B#/PIC66928(E>))j(**9j++J2,, FL""METAbj (CompObjZObjInfoNativeEquation Native F MathType-x8xL^^=<z<xx ^ ^T V  < < <+<<v<Times New Roman Cyr_- 2  R 2 H: 2 H: 2 R 2  H: 2 ) H: Times New Roman Cyr- 2 dp 2  bp 2 ; dpSymbol- 2 = 2 Z- 2 v 2  2  2 v 2  2  2  + 2  + 2 + 2 V-Times New Roman Cyr- 2 j1 2 1 2 2 2 f1 2 2 2 cos 2 fcosSymbol- 2 fb 2 Tr 2 b & "System-n CE@ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ; W== = 2R=1-2H d 2H()  2R b +2H d 2H1+cosb2+r1-cosb2oman Cyr +-ࡱ; L44@@ࡱ; 44   .1  & & MathType@-8M8_893686601FήKήK ZOlenfo "PICion Native #LMETA5390 F%Times New Roman Cyr- 2  H: Times New Roman Cyr5- 2 ndp & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ;  W=d'=+= 2H dCompObj     -Z Equation Native)*+, /<_893686750F#K#KOle 0ࡱ; L4@ࡱ; 4   .1  & & MathType@-888LTimes New Roman Cyrp- 2  R Times New Roman Cyr-PIC 1LMETAbj 3CompObjNative;ZEquation Native F=< 2 bp & "System-Hf4:ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ;  W=?=C= 2R bࡱ; L44@@_894719437F#K#KZOlenfo >PICion Native ?LMETA7071 FAࡱ; 44   .1  & & MathType@-8M8Times New Roman Cyr- 2  H: Times New Roman Cyr- 2 ndp & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=d'=+= 2H dࡱ; L44@@ࡱ; CompObjIZObjInfoKEquation Native L<_893695889tivexF#K#K=<Oleion NativeW314147%&7%1W3hW3 W3 24 24MPIC18937tive FNLMETA5389"83 "3 FPD3CompObjt8lt87%'7%'7%W3hW3L3W3EdFl3t8XZ44   .1  & & MathType@-8M8Times New Roman Cyr- 2  H: Times New Roman Cyr- 2 ndp & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=d'=+= 2H dࡱ; L44@@ࡱ; 44   .ObjInfo7FZEquation Native [<_893695922tiveF#KP1K?LOle7071 F\PICntry  F]LMETAbj _CompObjNativegZObjInfo6Fi1  & & MathType@-8H8\Times New Roman Cyrp- 2  K Times New Roman Cyr- 2 ,T & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=D=L= 2K Tࡱ; L44@@ࡱ; 44   .1  & &Equation Native ffII3+/+/ ]]!"5!24&#"j<ܓ}_893696068ꚨ.af'@s{!@FP1KP1KZ &Oleion NativeG6 ~kPIC03325~v FlLMETAbj))j(**9j++J2,, F}""Times New Roman Cyrp- 2  K Times New Roman Cyr- 2 ,T & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ; CompObjNative ffII3+/+/]]!"5!24&#"Zܓ}ObjInfo3ꚨ.af'@s{!@F &Equation NativeG6 ~<_893696396~vFP1K}bKL W=D=L= 2K Tࡱ; Lࡱ; >>  .1  &p & MathType-8M8Times New Roman Cyr- 2  HOlefo>  ._894720579tive ffII3+/+/F}bK}bKZܓ}Olenfo3ꚨ.af'@s{!@ F &PICion NativeG6 ~LMETA6396~v Fh1  &p & MathType-8M8Times New Roman Cyr- 2  H: & "System-@h ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ;  W==@= 2H3$!mlCompObj>  .1  &p & MathType-8M8Times New Roman Cyr- 2  H: & "System-@h ࡱ FMicrosoft Equation 2.0 DS EqCompObjOleion Native PIC7071 FL W=== 2H oࡱ; L4@ࡱ; 4   .1  & & MathType@-888LTimes New Roman Cyrp- 2  RMETAfo?@ABDIKLMNOPRWYZ[\]_dfghijkmrtuvwxyz|stem-Hf4:ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ;  W=?=C= 2R bࡱ; L( ࡱ; Equation Native < _894722817(-/0-FĴKK@Ole00600IKLMNO F`PICnfofjlmnop vwxyLMETAon Native ffII3+/+/ ]]!"5!24&#"(ܓ}CompObj3ꚨ.af'@s{!@F!Z &ObjInfoNativeG6~#Equation Native~v F$<(G  .1  `$&$# & MathType-G1\q\$Times New Roman CE- 2 ,RTimes New Roman CE- 2 @ bSymbol- 2 -= 2 }- 2 + 2 _- 2 +Times New Roman CE- 2 cos(z 2 . )~ 2  cos 2 %sink 2 (z 2 /k 2 m)~ 2 sin(kz 2 !)~ 2 !sink 2 cos 2 I cos 2 sink 2 (z 2 /k 2 k)~ 2 sink 2 OsinkTimes New Roman CE- 2 '^ 2 '^Symbol- 2 !j 2 b 2  d 2 w 2 p 2 w 2 j 2 b 2 #d 2  j 2 T d 2 xw 2 p 2 w 2 j 2 !dTimes New Roman CE- 2 180 2 180 & "System- N$*ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  <; ; 2R b =cos(j-b)cosdsinw  +(p/180)w  sin(j-b)sindcosjcosdsinw+(p/180)wsinjsind(~ 2 f/ࡱ; L44@@ࡱ; 44   .1  & & MathType@-8H8\Times New Roman Cyrp- 2  K_904469561tive  FKK< Ole22817(-/0 F)@PIC00600IKLMNO F*L`METAfofjlmnop vwxy, Times New Roman Cyr- 2 ,T & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=D=L= 2K TCompObj4ZObjInfo6Equation Native 7<_904469560FKKOlefo))j(**9j++J2,, FVL""METAon Native ffII3+/+/ ]]!"5!24&#"Xhܓ}CompObj2ꚨ.af'@s{!@F^Z &ObjInfoNativeG6~`Equation Native~v Fa<>>  .1  &p & MathType-8M8Times New Roman Cyr- 2  H: & "System-@h ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W==@= 2H3$!mlࡱ; L{WhTࡱ; {W   .1   @&  & MathTypeP-8M8_904469557     F1'K1'K Ole%&'(+-./0 5b@PICDIKLMNOP WYcLMETA eTimes New Roman Cyr- 2  H: Symbol- 2 wb{ & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=4=8= 2H bCompObjNative ffII3+/+/]]!"5!24&#"lZܓ}ObjInfo2ꚨ.af'@s{!@Fn &Equation NativeG6 ~o<_904306731~v!F^XK^XKLOleObj pPICnfo  #qLMETAon Native sCompObj0"$F{Zࡱ; L44@@ࡱ; 44   .1  & & MathType@-8H8\Times New Roman Cyrp- 2  K Times New Roman Cyr- 2 ,T & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=D=L= 2K Tࡱ; ObjInfo4ߚ 1W3`0W3%F}Equation Native c"Le~<_904306730www(F^XK^XKLOlefx 7TdPIC18904ߚ 1W3`0W3 '*FLMETAL c"LeCompObjwww)+ZObjInfofx,7TdL44@@ࡱ; 44   .1  & & MathType@-8M8Times New Roman Cyr- 2  H: Times New Roman Cyr- 2 ndp & "System-ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=d'=+= 2H dࡱ; L{WhTEquation Native ffII3+/+/ ]]!"5!24&#"<ܓ}_904306729tive.af'@s{!@/F^XKK< &Ole20461tiveG6 FPIC65386~v .1FLࡱ; {W   .1   @&  & MathTypeP-8M8Times New Roman Cyr- 2  H: Symbol- 2 wb{ & "System-ࡱMETAon NativeW314147%&7%1W3hW3 W3 24 24CompObj7tive02FZObjInfo9"83 "33FD3Equation Native'7%W3hW3L3W3EdFl3t8 < FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=4=8= 2H bࡱ; L{WhTࡱ; {W   ._9043190076FKKOle PIC 58LMETA 1   @&  & MathTypeP-8M8Times New Roman Cyr- 2  H: Symbol- 2 wb{ & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; CompObj4ߚ 1W3`0W379FZObjInfo:c"LeEquation Native <_904316998fx=FKKhdࡱ;  W=4=8= 2H bࡱ; L% Tࡱ;  FMicrosoft GraphMSGraphMSGraphࡱ; ࡱ; OleObj PICnfo <?LMETAon Native (+CompObj0>@FL%     r' :V '  a"Arial-Symbol-bSymbol-Times New Roman CE-"System-'- -'- C)-- $K  /K/K ----'---  Gf K K K qKqK K c Kc  K ---'--- C---'--- ,  3f /  / /b b/ /  /y  y /+  + / / /B B/ ---'--- C)-  K  //K K-/K K/%/q%q%q % qq%qq%q % qc %c q % q/K/ KUK U U bUb U  U  y Uy  + U+  U U BUB U---'-- -  G---'-- - O -8K8A-)-   $=+BC $S $OK^S T $-- -- ${^ $[` ( $%GK'*M< $1DWDLL-- L-- $DS fW\ iY $SafyXtp} $tW[Zlb-- X-- $ $  $ --  --K $EJ" $ C H " I  $   / !' ' -- ' -- $  & > /2 <\ $U 4 9 LZ GA L $ CX V] i V^^ c cy -- co --b $ n i V Va ^ $ i d Q VZ X $ d _ L LW V5 V+ -- V! --MQ $K V > +P C4 %* $#/O&S(Q $-- -- $e $`e $chg-- -- $R $W2ES<l $bzuA $FA8 $0:MCBB-- 8-- $5HM|:Nc $n4[(^ $Z{_ $-- -  K n*bK ~ y # + `dB- KA-)-  $=Z_B` $: $/G[CSZ $S|uzXz $-- -- $)"<$2"bb $[Y}q`lz $# $ =B% C: $1I\DRcc-- c--} $t: $7X];\ $ 3  $&'>+Q >G+mlmb-- mX--o] $Wd}s[w $8 $3Z_8]  $    3  $) . A < 7 7 -- 7 -- $. < #O A D $i k $g^ q  kq {   $      A $? ` e C  d  $   ,     --  --& $  /  3 6 1 * 3 0 $ ' ' ; ; 3 : $ 1  1 # I D = " D r $k ;  ; N p N E E y -- E o -- $k N  I 1 p ; =  $ '      > $: ` e ?  d  $    $ / 3  5  + --  ! -- $ * /   - ] p $m g O < r T F  $ $    7 $2SX7X $s}``-- `--Q $[ G/G< Q $Mo sR s $ $=Bt@U $aS;IHH-- S-- $WNISG $   $-$BR $JFb)u$]A"j $ $d__$ $!0H0<BB-- 8--w $sx $~Q $KrywaPtmvK $SD1?;..-- --'--   G--'--  C--'--  ---'--   h    2  +--'--  ---'--  x  2 # +--'--  --'--  ---'--    2 n0: 2 1: 2 2: 2 _3: 2 4: 2 5: 2 Q 6: 2 7> 2 8:--'--  --'--    2 8I& 2 II&& 2 wIII&&& 2 &IV&R 2 VR 2 VIR& 2 * VIIR&& 2 VIIIR&&& 2 IX&R 2 fXR 2 XIR& 2 XIIR&&--'--  -)-  -   f ---'-- -  d ---'-- -   C -   -)-   $        $      ` $b   b   < $: M M :  L V--  6 . 2 tj+15CC>>.--'--  d --'--   t -     V 6 . 2 tjC.---'-- -  d ---'-- -   - B B -)-   $ K 3K 37 7 B 4B  $K K 7 7 B B  $K #K #7 7 B $B t $uK K 7 u7 B B  $K K 7 7 B B LB V-- B 6 . 2  tj-15CC>>.--'--  d --'--  -  -'ࡱ; ObjInfoNative ffII3+/+/A]]!"5!24&#"ܓ}Ole10Native.af'@s{!@F &_904414710tiveG6DHQh268B KKOle65386~v F 68B&'()@3BZ31 Symbol2 "$ General00.00#,##0 #,##0.00"$"#,##0\ ;\("$"#,##0\)"$"#,##0\ ;[Red]\("$"#,##0\)"$"#,##0.00\ ;\("$"#,##0.00\)#""$"#,##0.00\ ;[Red]\("$"#,##0.00\)0%0.00% 0.00E+00 m\/d\/yy d\-mmm\-yyd\-mmmmmm\-yy h\:mm\ AM/PMh\:mm\:ss\ AM/PMh\:mm h\:mm\:ssm\/d\/yy\ h\:mm#,##0" HRD";\-#,##0" HRD"#,##0" HRD";[Red]\-#,##0" HRD" #,##0.00" HRD";\-#,##0.00" HRD"%$#,##0.00" HRD";[Red]\-#,##0.00" HRD" @@ @@ I II III IV V VI VII VIII IX X XI XII j+15(\@= ףp=@@{Gz@Q@333333@Q@(\@ (\@ (\@ p= ף @ @ jq= ףp@Q@= ףp=@= ףp=@p= ף@Gz@HzG@333333@ zG@ @ @ {Gz@ j-15 ףp= @Gz @zG@ ףp= @q= ףp@333333@p= ף@Q@ zG@ (\@ 333333@ = ףp=@U@UZZZg+ = x` >  @~~HPPCL5EHP LaserJet 4LLPT1:HP LaserJet 4L  D ɓL3, 401 Arial1 Symbol1xTimes New Roman CE1 xSymbol>3 3 j+153      44 3 j3     44 3 j-153      44>3" 3%3&423   47pO4/ 3 &! ! 4U 3* @&! ! 4%l3&  '4523   44%q g3&  '44 = qY%  ࡱ; ࡱ; L:BD!{%ࡱ; PICion Native ffII3+/+/ CF]]!"5!24&#"Lܓ}META0710ꚨ.af'@s{!@ F2 &CDrawon NativeG6 EG~ ObjInfo6~vF    ! B#"$%&'()*+,-.0/21436578:9<;>=@?CADdEFGHIJKLMNOPQRSTUVWXZY\[^]_`baecfghijklmnoprqtsvuxwzy{|}~:B! 3] 6 -- --%G11 G G----%J  JJ----%ooaa----%fPPTfTf----8ZIx }wqkd]UME<3*!  $,4<DMV_gow~$,3;DLSZahnty~wspqvn|kheb^ZVRMHC>82+$ {vqlfa[VPJD=6/)#   %*07=CIOTY^cgknq tvx @N\ht)19AIPW^elrw}{sld\SKB91(  {vpjc\UNG@81)!  !)08?@?5+"  )2;CKSZ`gmr vy|$~.8CJ~P}W|]{cyiwoutryo~lhd_[VQLGA;5/)! }ulbWL?----a8 M ZIdda^^ ")/469:<==>~>y>s=mBE{HsJlLdN\OSPKPBP9O1N(L JHE A=94/*$ |xu rpn!m)l0k8k?k@?5+" !& *-0$2.383C3J2P1W0]/c-i+o)t&y#~  }ulbWL?yy  y----8[| vql h$f(e-d1c6b;a@aEaIaNaRbVcZc^dbfegkjqmuqyv|{~}{wsmeb_[UOIA91)"    #') , /134!6'7,82889>9D9K8Q8W7\5b4h2m0r.v,{)&#  {zywvs q njfb]XRLF?81+%    !'/7AKS[bhnrv}ytplhd`\YV}SxPsNnLiIdH^FXERELDFD>D7E0F)G"HJLN QTW[_chmrw|i66y}t{oxjueran]jYeU`R[OULNJGH@F8E0D(D DEF GIKMPSVZ^bglqw}66ysmig f dcbb a%a.a6b=cDeJgPjUmYq]u`zceghiii6----]8 D$$ G666%6+51463;2@1D/L+S&Y ^`bd e fghhgfc`\VPIRY`egjlmnopppoon|mxlujqimefa`\[WWQSKPDM=K9J5I1H,H'G"GGGG$'+.17<ADGIKKKJHE B>930-)$ ddd%d*d.e3f8g=iAkEmHpKtNxP}RSSSRPMJE@:63/*% d|vqlhfedcbaaaaabcc dfgjm#q'v*{,...-+)%!     #'),/1346788999887 5420 .$,))-&1#4 7:<?A BDEEF)('%$!      $-5<ACFGIJJKKKJI}HyGtEpBl@h=d:`7\3Y/V+S&P!NLIH FEEDDDEFGHJLNQTW[_chmrw|Ga66636GGNjklmnoqrt|xv~qlhfedcbaaaaabccdfgjmqv{~zvnhb^\ZYWVVUUUVWX Y [^`be i#l'p)u,y/~13467889998875420.,)&#    z vsrstw|   }ytplhd`\YVSPNLIHFEEDDDEFGHJL|NwQrTnWi[e_bc^h[mXrUwS|QPONNrGr$$66GrGG66ddGGG66DFGI~JyLuMqNmOjPnQqRvSzUVXZ66GGaGQ DP IP NO RO VN [M `K eI iG mE qC u@ y= ~9 4 / * %     }| xv rr ln ek ^h Vf Re Md Ic Dc ?b :b 5b /b b  + 1 7 < B F K N R Y _ d i l o q t v x y { } ~   } { x u r n j" g& c) _, Z. V0 R1 N2 I3 D4 >4 85 15 *5 5  jQ Q ~ | y v s| ox kt fp am \j Vg Oe Hc Aa 9` 1_ )_ !_ ` a b d f h k n q u y } Q Q    ~ } } !| &| /| 7} >~ E K Q V Z ^ a d f h i j j jQ b Q Q  Q Qb b wb wQ #Q #5 5    ( (b wb ----[8ZI..KK.Ucq}"-8DPX`hpw~yqh`WNF=5-& |ung_XPH@80)!   '/6>EMTUTJ@7/'  '.6>GPYbjrz  (09CMX_elrx~}xsnhb\VPH?70(! wlaT----:8 D85Ls++HiHROLJHFDBA?><:9753H#)/5:?CGLQVZ^bfjosw{~~wphaYRLF@:4.)$} { ytnic]VOGC>:50+& "(-37==<<<<a<~    ~~~YYYYYZ[\^`beimrv{~~Y----8  M &<++<<aD<&<k  kY<Y  ++uu<Y<%<%++AA<%<<+a+aYYYfYf<<<++ + + * * )! (& &* %2 !9 ? D F I J L M M N N N M L J H E B > : 5 / ) "         " % ( + . 1 4 }[ <: < n s x |      <<       " ' + . 0 1 2 1 / * % !        < n + +                  +@ +  < <----%J $!'----%Z $JJ'---- %;; $ss'--6bvF&t&t ࡱ; RIFFCDR4vrsnLISTINFOIKEYICMTLISTl doc stsh CORELDRW.CDTmcfg64!*fAALIST2fnttfontArialfontTimes New Roman CELIST.arrtarrw!U  D DDHe  LIST:filtfilld<fillLISTotltoutlDdd<outlDdd<outlDdd<LISTjstltLISTFstylstyd:8 $(8Default GraphicLIST,stylstyd  MLISTlstylstyd`^ ,8:@DH^dddMDefault Artistic TextLISTstylstyd (<@HJVjlrvz  |p-"$@W/v"v"?WBv"v"5 -"$G@X/,( X., /:   XTś WjʼnE E0pŲzxpŎųŲ/dddBMMDefault Paragraph TextLISTstylstyd (1<@HJVjlrvz  |p-"$@W/v"v"?WBv"v"5 -"$G@X/,( X., /:   XTś WjʼnE E0pŲzxpŎųŲ/ddd!MBullet1LISTstylstyd (2<@HJVjlrvz  |p-"$@W/v"v"?WBv"v"5 -"$G@X/,( X., /:   XTś WjʼnE E0pŲzxpŎųŲ/ddd!MBullet2LISTstylstyd (3<@HJVjlrvz  |p-"$@W/v"v"?WBv"v"5 -"$G@X/,( X., /:   XTś WjʼnE E0pŲzxpŎųŲ/ddd!MBullet3LISTjpageflgs@LISTRgobjLISTJlayrflgsZLIST2lgobloda%%   %ddGridLISTLlayrflgsJLIST4lgobloda''   'ddGuidesLISTLlayrflgsHLIST4lgobloda((  (dDesktopLISTLlayrflgs@LIST4lgobloda((  (dLayer 1LIST pageflgs@LIST gobjLIST@layrflgsZLIST(lgobloda  ddLIST@layrflgsJLIST(lgobloda  ddLIST@layrflgsHLIST(lgobloda dLIST layrflgs@LIST(lgobloda dLISTobj flgsLISTlgobloda== "9= d8DDLIST6trfltrfd** *;LISTobj flgsLISTlgobloda88 "48 d4DLIST6trfltrfd** *ZLISTobj flgsLISTlgobloda88 "48 dTODLIST6trfltrfd** *JLISTobj flgsLISTlgoblodaee  "&]ae dt7BATTERYTORLIST6trfltrfd** *G<LISTobj flgsLISTlgoblodadd $&*.\`d (d.LOADILOLIST6trfltrfd** *LISTobj flgsLISTlgoblodabb  "&Z^b d4MODULELIST6trfltrfd** *b LISTobj flgsLISTlgobloda88 "48 dDLIST6trfltrfd** * LISTobj flgsLISTlgobloda88 "48 dDLIST6trfltrfd** *LISTobj flgsLISTlgoblodass $&*.kos (d { =SUBSYSTEMLIST6trfltrfd** *GLISTobj flgsLISTlgoblodaee  "&]ae d47CONTROLNILIST6trfltrfd** *LISTobj flgsLISTvlgobloda,, "(, dTLIST6trfltrfd** *fLISTobj flgsLISTvlgobloda,, "(, dtLIST6trfltrfd** *LISTobj flgsLISTvlgobloda,, "(, dLIST6trfltrfd** *JLISTobj flgsLISTvlgobloda,, "(, dLIST6trfltrfd** *Gࡱ; ࡱ; ࡱ; Lࡱ; ;  .1  &`` & MathType-(B(CTimes New Roman Cyr- 2 ` E_894000016tive ffII3+/+/JFKKܓ}Ole0Native.af'@s{!@ F &PIC14710tiveG6 ILHQh268B LMETA5386~v Fh & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  1x'5'5 2Eࡱ; LCompObj?@BGIJKLMOTVWXYZ\acdefghjoqrstuw|~uation Equation.2ࡱ; ࡱ;  1x'5'5 2Eࡱ; Lࡱ; <  .1  `& @ &ObjInfo4ߚ 1W3`0W3UFEquation Native c"Le<_894000164wwwXFKKLOlefx 7TdPICObj WZLMETAfo hCompObjNativeY[ ZObjInfo0\F MathType@-8M83Symbol- 2 h & "System-"System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  1)'5.'5 "hEquation Native ffII3+/+/ ]]!"5!24&#"<ܓ}_894000175ꚨ.af'@s{!@Ok_FKKE &Oleion NativeG6 ~PIC65386~v ^aFLࡱ; Lࡱ; f   .1  &`` & MathType-(B(CTimes New Roman Cyr{- 2 ` E & "System-META8904ߚ 1W3`0W3 FhCompObj`bc"LeZObjInfowwwcEquation Nativex 7T<dࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  1x'5'5 2Eࡱ; Lࡱ; _894000206fFKK@OleObj PICocument ehLMETAPool  h   .1  &`` & MathType-(B(CTimes New Roman Cyr*- 2 ` E & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; CompObj6tive ffII3+/+/giF&Zܓ}ObjInfoive.af'@s{!@jF( &Equation NativeG6 HQh268B )<_894000253~vdrmFKKhࡱ;  1x'5'5 2Eࡱ; Lࡱ; n   .1  `& @ & MathType@-8M83OleObj *PICnfo lo+LMETAon Native -hCompObj0npF3ZSymbol- 2 h & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  1)'5.'5 "hࡱ; ObjInfo4ߚ 1W3`0W3qF5Equation Native c"Le6<_894000345wwwtFKKLOlefx 7T7dPICion Native ffII3+/+/ sv]]!"5!24&#"8Lܓ}META0710ꚨ.af'@s{!@ F: &CompObjNativeG6uw~AZObjInfo6~vxFCL{WhTࡱ; {W   .1   @&  & MathTypeP-8M8Times New Roman Cyr- 2  H: Symbol- 2 wb{ & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=4=8= 2H bࡱ; Lࡱ; Equation Native ffII3+/+/ ]]!"5!24&#"D<ܓ}_894000512ꚨ.af'@s{!@]{FK?NK &Oleion NativeG6 ~EPIC00114~v z}FFLMETA8904ߚ 1W3`0W3 FHhCompObj|~c"LeNZObjInfowwwPEquation Nativex 7TQ<d;  .1  &`` & MathType-(B(CTimes New Roman Cyr- 2 ` E & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  1x'5'5 2Eࡱ; Lࡱ; :  .1  `& @ & MathType@-8M83_894000528F?NK?NKOleObj RPICocument SLMETAPool UhSymbol- 2 h & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  1)'5.'5 "hࡱ; CompObjNative ffII3+/+/]]!"5!24&#"[Zܓ}ObjInfo5ꚨ.af'@s{!@F] &Equation NativeG6 ~^<_894000566~vF?NK?NKLOleion Native ffII3+/+/ ]]!"5!24&#"_ܓ}PIC87193ꚨ.af'@s{!@ F`L &METAon NativeG6 ~bCompObj6~vFiZL{WhTࡱ; {W   .1   @&  & MathTypeP-8M8Times New Roman Cyr- 2  H: Symbol- 2 wb{ & "System-ࡱ FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ;  W=4=8= 2H bࡱ; L``ࡱ; ObjInfoNative ffII3+/+/]]!"5!24&#"kܓ}Equation Native.af'@s{!@ Fl< &_894000595tiveG6F?NKlKEOle00114~v FmPICObj@ABCDEGLNOPRWYZ[]bdefghikprstuvwy~ࡱ; C P .1  & & MathType@ & ࡱ;  FMicrosoft Equation 2.0 DS Equation Equation.2ࡱ; ࡱ; ObjInfo TUhǽᵫᣙᑇuq]cuDYT5]ceKuDYT5avKuDYT5]ceKuDYT5avKuDZT5]ceKuDZT5avKuDZT5]ceKuDZT5avKuDCZT5]ceKuDCZT5avKuDD5]ceKuDD5avK]cuD]cuDD5]ceKuDD5avK,hijk,-@ABCFQR`awx    ύᕐᕐንᣐ JbV]c J{]cV]c JwV]c JdV]c JjV]cuDcT5ceKuDcT5avKc uDcuD{5]ceKuD{5avK J]]c J[]c]cuD]cuD5]ceKuD5avK3 \]pqrs    ' ( ) , - . 1 2 3 6 7 ; < ? @ A C D H I v y uD5avK V]ch JbV]cJV]chJV]chV]c JjV]cuD75]ceKuD75avKuD85]ceKuD85avKuD95]ceKuD95avKuD]c]c J}]c3 !!!!!!!!q"r""""""""""""">#I###################$$#$Ⱦ鴪靓鉄~~x Jj]c V]chV]c JjV]c]huD)5]ceKuD)5avK]chuD*5]ceKuD*5acvKuD+5]ceKuD+5acvKU]cuD55]ceKuD55avK]cuD]cuD5]ceK/#$$$h$i$$$$$%%%%%%% %3%4%D%E%F%G%L%N%Z%%%%%%%%%%%%%%%%%%%%%&&&&&&&&((Ľ̸uD]c ]cJV]ch JjV]cV]c V]ch JbV]cU]c uDF5]KuDF5avK] uD]]huD5]ceKuD5avKuD]c Jj]c]c]ch6(((((((T)U)h)i)j)k)l)w)x))))))))))))))))****+*,*-*\*]*p*q*跭裙葇umuD}\I5avKuDN\I5]ceKuDN\I5avKuD/\I5]ceKuD/\I5avKuD$\I5]ceKuD$\I5acvKuD[I5]ceKuD[I5acvK V]chuD[I5]ceKuD[I5acvKuD]cU]c]cuD uDE5KuDE5avK(q*r*s*=+>+Q+R+S+T++++++++++++++++++++++++ ,!,I,J,],^,_,`,,,鵫鞔銀{siuDm^I5]ceKuDm^I5avKV]cuD]I5]ceKuD]I5acvKuD]I5]ceKuD]I5avKV]cuD]I5]ceKuD]I5avK V]chuD]I5]ceKuD]I5acvKuD\I5]ceKuD\I5avK]cuD]cuD}\I5]ceK),-----H-I-K-X-------G.I.K.Q.R.r.s........................./+/ս]chuD15]ceKuD15avKuD|aI5]ceKuD|aI5avKuD!aI5]ceKuD!aI5avK V]chuD_I5]ceKuD_I5avKV]c V]chuD]cuD_I5]ceKuD_I5acvK]c0+/,/-/.///0/3/4/6/7/@/A/B/E/F/J/K/N/O/P/R/S/W/X////////3040G0H0I0J0K0M0x0y0{0000!1"1$111V1X1Y1Z1\1]1a1b1d1e1g1i1Үҟҟҝ]U]cuDBK5]ceKuDBK5avKuDcI5]ceKuDcI5acvKuD]c]cJV]chJV]ch JjV]c V]chV]c JbV]c####spppp(JJJJII2  `  `.n JJ_JJJJII  `  `.n J######$$ $ $$$$$$%$*$/$4$9$>$C$H$M$R$W$\$fJJJJII` `  ` `A!JJJJJJJJJJJJJJJJJJ\$a$g$h$j$o$t$y$~$$$$$$$$$$eJJJJII` `  ` `A!JJ$$$$$$$$$$$$$$$$eJJJJII` `  ` `A!JJ$$$$$$$$$$%%%#%$%%%&%'%(%)%*%+%,%-%.%eJJJJII` `  ` `A!JJJJ.%/%0%1%2%3%M%N%&&&&&&&(((!)")v)w)****++,,,00Q1U1g1h1i11&11111111111111111111n8lKKKKIIL t8lKKKKIIL tIYIYIYIYIYIYlKKKKII t11122 222222!2&2+20252:2;2=2B2G2L2Q2V2W2Z2_2d2i2n2s2t2x2}22222222lKKKKII t(222222222222222222222222333 3338lKKKKIIL tlKKKKII t333$3%3=3>3?3T3U3t3u3{3333333j8lKKKKIILti q rstIYIYIYIYIYIYlKKKKIIt t8lKKKKIIL tIKIKIKIKIKIK333333333333333334 44444 4&4,4248494;4lKKKKIIti q rst8lKKKKIILti q rst;4A4G4M4S4Y4Z4]4c4i4o4u4{4|4444444444444444444444444445lKKKKIIti q rst(55 5555!5'5(5,52585>5D5J5K5c5x5y5liie8lKKKKIILti q rstIKIKIKIKIKIK8lKKKKIILti q rstlKKKKIIti q rsty55555555555555555556n8lKKKKIILti q rst8lKKKKIILti q rstIYIYIYIYIYIYlKKKKIIt t6 66666"6(6.646;6<6?6E6K6Q6W6]6^6`6f6l6r6x666666666666666666lKKKKIIti q rst(666666666677 77777"7(7.7/72787>7D7J7R7S7W7]78lKKKKIILti q rstlKKKKIIti q rst]7c7i7o7u7v777e8v8w888888888"lIIIIII  8lKKKKIILti q rstIKIKIKIKIKIK8888888888888898lIIIIIIL TT 8lIIIIIIL TT KKKKKK 9999999&9'9*91969<9A9H9I9K9R9X9^9e9l9m9p9w9}99999999998lIIIIIIL TT "999999999999999::: ::::%:&:):/:4:::@:G:H:L:R:W:\:8lIIIIIIL TT "\:b:h:i:r:z:::::::::::|8lIIIIIIL TT      8lIIIIIIL TT ::::::::::; ;;;;; ;';c`8lIIIIIIL TT 8lIIIIIIL TT KKKKKK "lIIIIII  ';,;2;8;?;@;D;K;P;V;\;c;d;g;n;s;y;;;;;;;;;;;;;;;;;;;8lIIIIIIL TT ";;;;;;;;;< <<<<<#<(<.<4<;<<<><E<J<P<V<]<^<a<i<n<t<z<<<8lIIIIIIL TT "<<<<<<<<<<<<<<<<<<<<8lIIIIIIL TT      8lIIIIIIL TT <<="='=,=2=8=9=;=A=F=L=R=Y=Z=]=_\8lIIIIIIL TT 8lIIIIIIL TT KKKKKK "lIIIIII  ]=d=i=o=u=|=}=========================>>>>8lIIIIIIL TT ">>> >&>->4>5>:>A>G>M>T>[>\>_>f>l>r>y>>>>>>>>>>>>>>>>8lIIIIIIL TT ">>>>>>>>>>>>???8lIIIIIIL TT 8lIIIIIIL TT ???????+?,?.?h@i@j@k@l@x@@ABuC$DLEEEEEEE"F#FHH!B!;!h!R!R!R!h!;!!!!!B!B!!`%08lIIIIIIL TT      HHHHHH H>?HZH;<=>?@ABCDEFGHIJKLMNOPQRSTUVWXYZ[\]^_AUW - / 1 E G P d f } p z+-2FHJ^`m.0Sgi-/8LNRfhr';=Thj,@B\prq """3"D"F"%%%T&h&j&w&&&&&&&&&'*','\'p'r'=(Q(S(((((((((((((I)])_))*****r+++++++++,,,3-G-I-i.}.....%090;0U0i0k0{000K2_2a2y222222v444444555777:::ZE:::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::::: !!5;!!kjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjSummaryInformationII3+/+/(]]!"5!24&#"ܓ}Equation Native.af'@s{!@F< &_904366515tiveG6F DK DK<Ole02058~vF KTRINE ENERGIJE I USPOREDBA S JEDININOM CIJENOM ELEKTRINE ENERGIJE VJETROGENERATORAkjhkjkjhkj@ˍ@%^N@aK@L%Microsoft Word 6.015ࡱ; ࡱ;  hkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOCkjhkj E:\WORD6.0\DOCUMENT\CLANAK2E.DOC@HP LaserJet 4LLPT1:HPPCL5EHP LaserJet 4L  D  ɓL3, HP LaserJet 4L  D  ɓL3, $C$C$C#CJTimes New Roman Symbol &ArialTimes New Roman CE"h Fޥ Q  $PRIJEDLOG ODGOVARAJUE VELIINE FOTONAPONSKIH SUNEVIH ELIJA S USPOREDBOM KALKULATIVNE JEDININE CIJENE ELEKTRINE ENERGIJE I USPOREDBA S JEDININOM CIJENOM ELEKTRINE ENERGIJE VJETROGENERATORAkjhkjkjhkjࡱ;