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Griechische Kulturgeschichte (9. Band = [2. Abteilung], 2. Band)

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Public Domain Mark 1.0. You can find more information here.

Bibliographic data

fullscreen: Griechische Kulturgeschichte (9. Band = [2. Abteilung], 2. Band)

Monograph

Persistent identifier:
830289488
Title:
Mesures physiques et signatures en télédétection
Sub title:
sixième symposium international ; actes ; 17 - 21 Janvier 1994, Val d'Isère, France
proceedings
Scope:
1241 Seiten
Year of publication:
1994
Place of publication:
[Paris]
Publisher of the original:
CNES, Centre National d'Etudes Spatiales
Identifier (digital):
830289488
Illustration:
Illustrationen, Diagramme
Signature of the source:
RR 9911(6)
Language:
English
French
Additional Notes:
Literaturangaben
Other Title:
Paralleltitel: Physical measurements and signatures in remote sensing
Usage licence:
Attribution 4.0 International (CC BY 4.0)
Corporations:
Symposium International Mesures Physiques et Signatures en Télédétection, 6, 1994, Val-d'Isere
International Society for Photogrammetry and Remote Sensing, Working Group Fundamental Physics and Modeling
Adapter:
Symposium International Mesures Physiques et Signatures en Télédétection, 6, 1994, Val-d'Isere
International Society for Photogrammetry and Remote Sensing, Working Group Fundamental Physics and Modeling
Founder of work:
Symposium International Mesures Physiques et Signatures en Télédétection, 6, 1994, Val-d'Isere
International Society for Photogrammetry and Remote Sensing, Working Group Fundamental Physics and Modeling
Other corporate:
Symposium International Mesures Physiques et Signatures en Télédétection, 6, 1994, Val-d'Isere
International Society for Photogrammetry and Remote Sensing, Working Group Fundamental Physics and Modeling
Publisher of the digital copy:
Technische Informationsbibliothek Hannover
Place of publication of the digital copy:
Hannover
Year of publication of the original:
2015
Document type:
Monograph
Collection:
Earth sciences

Chapter

Title:
THEME VII TELEDETECTION ACTIVE PAR LASER ET FLUORESCENCE. LASER ACTIVE REMOTE SENSING AND FLUORESCENCE
Document type:
Monograph
Structure type:
Chapter

Chapter

Title:
REMOTE MONITORING OF VEGETATION BY SPECTRAL MEASUREMENTS AND MULTI-COLOUR FLUORESCENCE IMAGING. M. Andersson, H. Edner. J. Johansson, P. Ragnarson, S. Svanberg and E. Wallinder
Document type:
Monograph
Structure type:
Chapter

Contents

Table of contents

  • Johannis Bernoulli, M.D. Matheseos Professoris, Regiarum Societatum Parisiensis, Londinensis, Petropolitanæ, Berolinensis, Socii &c. Opera Omnia, Tam Antea Sparsim Edita, quam hactenus inedita
  • Quo continentur ea, Quae ab Anno 1714 ad Annum 1726 prodierunt (Tomus Secundus)
  • Cover
  • Title page
  • No. XCI. ESSAI D'UNE NOUVELLE THEORIE DE LA MANOEUVRE DES VAISSEAUX; PAR JEAN BERNOULLI, Professeur des Mathématiques, & Membre des Académies Royales des Sciences de France, d'Angleterre & de Prusse.
  • No. XCII. MEMOIRE Où est démontré un Principe de la Méchaniqué des Liqueurs, dont on s'eft servi dans la Théorie de la Manoeuvre des Vaisseaux, & qui a été contesté par M. HUGHENS. Par Monsieur RENAU, Lieutenant General da Armées du Roi Cathol. de l'Académie Royale des Sciences.
  • No. XCIII. LETTRE I. DE MONSIEUR BERNOULLI A MONSIEUR LE CHEVALIER RENAU, Contenant quelques Remarques sur son nouveau Mémoire.
  • No. XCIV. REPONSE DE MONSIEUR LE CHEVALIER RENAU A MONSIEUR BERNOULLI. Contenant des inflances & des difficultés réitérées.
  • No. XCV. LETTRE II DE MONSIEUR BERNOULLI A MONSIEUR LE CHEVALIER RENAU, Contenans une ample Solution des inflances & des difficultés faites dans la Réponfe précédente.
  • No. XCVI. JOHANNIS BERNOULLI MEDITATIO DE NATURA CENTRI OSCILLATIONIS, Ejusque in Pendulis compositis, tam qua in Liquoribus, quam qua in Vacuo agitantur, determinandi Regula, novo & certiori quam haclenus fundamento sussulta.
  • No. XCVII. DE CENTRO TURBINATIONIS INVENTA NOVA, Authore Joh. BERNOULLI.
  • No. XCVIII. JOHANNIS BERNOULLI BAROMETRUM NOVUM communi multo accuratius.
  • No. XCIX. JOHANNIS BERNOULLI DEMONSTRATIO PRINCIPII HYDRAULICI. De aqualitate velocitatis quacum aqua per foramina vasorum erumpere incipit, cum ea quam aqua gutta acquirere posset motu naturaliter accelerato, cadendo ex altitudine aquali illi quam aqua habet in vasi supra soramen.
  • No. C. EXCERPTUM EX CELEB. JACOBI JURINI M.D. Defensione Dissertationes de Matu Aquarum fluentium in Actis Philosophicis No. 355 edita, contra animadversiones Viri Celeb. Petri Antonii MICHELOTTI.
  • No. CI. EXCERPTUM EX CELEB. PETRI ANTONII MICHELOTTI EPISTOLA. Ad lllust. Virum Antonium DE COMTIBUS Patric. Venetum, in qua Jurinianae Defensioni respondetur.
  • No. CII. JACOBI BERNOULLI SOLUTIO PROPRIA PROBLEMATIS ISOPERIMETRIC1, Propositi in Actis Lips. mens. Maio 1697. pag. 214.
  • No. CIII. REMARQUES SUR CE QU'ON A DONNE’ JUSQU'ICI DE SOLUTIONS DES PROBLEMES SUR LES ISOPERIMETRES; Avec une nouvelle méthode courte & facile de les resoudre sans calcul , laquelle s'étend aussi à d'autres Problèmes qui ont raport a ceux- là.
  • No. CIV. PROBLEMA: Data Serie Linearum per recta in cadem Linea constantis variationem prodeunte; invenire aliam Seriem Linearum, quarum quavis priores omnes ad angulos rectos secet.
  • No. CV. PROBLEMATIS Olim in Actis Eruditorum Lipsiae propositi SOLUTIO GENERALIS
  • No. CVI. ART. I. J. H. SCHEDIASMA DE TRAJECTORIIS DATAE SERIEI CURVIS AD ANGULOS RECTOS OCCURRENTIBUS: Continens Solutionem generalem Problematis in Actis Eruditorum 1698, pag. 471, primum propositi, & in Actis anni superioris pag. 226 iterati.
  • No. CVII. SOLUTIO PROBLEMATIS A Domino G. G. LEIBNITIO, Geometris Anglis nuper propositi. Per Brook TAYLOR, LL. D. & R. S. Secr.
  • No. CVIII. NIC. BERNOULLI JОHAN. F. DE TRAJECTORIIS CURVAS ORDINATIM POSITIONE DATAS AD ANGULOS RECTOS VEL ALIA DATA LEGE SECANTIBUS; Qua occasione commmumicatur gemina constructio alicujus Problematis a LEIBNITIO propositi de Trajectoriis orthogonalibus.
  • No. CIX. J. H. ADDITAMENTUM Ad Schedas super Problema Trajectoriarum , Mensibus Augusto 1717, & Julio superioris anni in his Actis Eruditorum editas.
  • No. CX. NIC. BERNOULLI, Math. Profess. Patavini, TENTAMEN SOLUTIONIS GENERALIS Problematis de construenda Curva, qua alias ordinatum positione datas ad angulos rectos secat.
  • No. CXI. JOHANNIS BERNOULLI Methodus inveniendi curvas algebraicas indefinite non quadrabiles habentes tamen numerum determinatum spatiorum absolute quadrabilium.
  • No. CXII. JOHANNIS BERNOULLI DISSERTATIO PHYSICA DE MERCURIO LUCENTE IN VACUO PUBLICO ERUDITORUM EXAMINI SUBMISSA Ad Diem 24 Martii CIDIDCCXIX.
  • No. CXIII. JOHANNIS BERNOULLI RESPONSIO AD NONNEMINIS PROVOCATIONEM, Ejusque solutio questionis ipsi ab eodem proposita de invenienda Linea curva quam describit projectile in medio resistente.
  • No. CXIV. CLAR. TAYLORI Mathematici Angli PROBLEMA ANALYTICUM, Quod omnibus Geometris non-Anglis proposuit, solutum a Joh. BERNOUILLE.
  • No. CXV. NICOLAI BERNOULLI DEMONSTRATIONES Theorematum Patrui sui.
  • No. CXVI. NIC. BERNOUILLE Joh. Filii, EXERCITATIO GEOMETRICA DE TRAJECTORIIS ORTHOGONALIBUS, Continens varias earum, tum inveniendarum, tum construendarum methodes, sua vel Demonstratione vel Analysi munitas; cum pramissa discussione quarandum ejusdem Problematis solutionum.
  • No. CXVII. FRAGMENT De l'Extrait du Livre de MR. TAYLOR Instuté Methodus incrementorum directa & inversa, donné dans la Bibliotheque Angloise, Tom. IV. Part. 2.
  • No. CXVIII. NICOLAI BERNOULLI Joh. Filii, Respontio ad TAYLORI Querelas.
  • NO. CXIX. APOLOGIA D. BROOK. TAYLOR, J. U. D. & R. S. Soc. contra V. C. J. Joh. BERNOULLIUM, Mat. Prof. Basil.
  • No. CXX. M. JOHANNIS BURCARDI, BASILEENISIS, Epistola ad Virum Clarissimum Brook TAYLOR, J. V. D. & R. S. B. Soc.
  • No. CXXI. JOH. BERNOULLII OPERATIO ANALYTICA Per quam deducta est ejusdem Solutio, qua extat in Actis Lips. 1719 * M. Maii, Problematis de invenienda Curva, qua describitur a projectili gravi in medio resistente.
  • No. CXXII. LITTERAE B. TAYLOR AD J. B. M. DATA Londini die 6 Julii A. MDCCXXII.
  • No. CXXIII. M. JOHANNIS BURCARDI BASIL. Modesta & seria Responsio ad litteras Brook TAYLORI, qua extant in Act. Lips. 1722 pag. 452.
  • No. CXXIV. SOLUTIO PROBLEMATIS a Nicolao BERNOUILLE, Joannis flio, propositi De curvis motis secundum axem & se mutuo constanter ad angulos rectos secantibus, Missa ex Anglia in litteris d. 7 Febr. A. 1721 Styli veteris datis.
  • No. CXXV. JOHANNIS BERNOULLII Animadversio in Solutionem a se Londino missam Problematis alicujus cirva Trajectorias, propositi in Actis Lips. Supll. Tomo VII. Sect. VIII. pag. 352.
  • No. CXXVI. RESPONSIO Ad Johannis BERNOULLII Animadversionem in solutionem Problematis cujusdam, qua Animadversio edita est in Actis Lipsiensibus Mensis Junii A. MDCCXXI.
  • No. CXXVII. THEOREMA NOVUM, Habens utilitatem in dividendis multiplicandisque angulis, nec non in condendis Tabulis Sinuum, Tangentium & Secantium. Autore Joh. BERNOUILLI.
  • No. CXXVIII. JOHANNIS BERNOULLI Varia solutiones & Constructiones Problematis propositi in Act. Lips. Supplem. Tomo VII. Sec. VIII. p. 352. De Curvis motis secundum axem se & mutuo ad angulos datos secantibus.
  • No. CXXIX. COMPARITIO AD ANONYMI GEOMETRAE BRITANNI NOVAM PROVOCATIONEM, Ex occaaione Problematis de Trajectoriis reciprocis, hujusque solutionum, editurum mense Aug. 1722. Per. Joh. BERNOULLI.
  • No. CXXX. SOLUTIO PROBLEMATIS De Curvis inviendis, qua quadam ratione in situ inverso disposita se intersecare possunt in angulo dato.
  • No. CXXXI. JOHANNIS BERNOULLI EXPLICATIO ANAGRAMMATIS, Quod dedit in Actis Lips. 1723 M. Febr. in se continentis desceriptionus Curvae inter omnes algebraicas Trajectorias reciprocas simplicissimae. Accedit Epicrisis in Solutionem Problematis de Trajectoriis reciprocis, editam in Actor. Suppl. T. VIII. Sect. VI.
  • No. CXXXII. JOHANNIS BERNOUILLI Methodus commoda & naturalis reducendi Quadraturas transcendentes cujusvis gradus ad Longitudines Curvarum algebraicarum.
  • No. CXXXIII. DEMONSTRATIO CONSTRUCTIONIS Edita in Actis Lipa. 1724 M. Jul. pro describenda Trajectoria reciproca, qua inter omnes algebraicas possibiles sit simplissima; Autore Joh. Bernoulli.
  • No. CXXXIV. CONTINUATIO MATERIAE DE TRAJECTORIlS RECIPROCIS; Imprimis de PANTOGONIA, qua pro diversa axis positione se ipsam in quovis angulo dato constanter secat: Item determinatio Trajectoria alicujus reciproca algebraica post primam simplicissima, Autore Joh. BERNOUILLI.
  • INDEX NUMERORUM Quos Tomus Secundus complectitur.
  • [Abbildungen]
  • Cover

Full text

*78 N*. CVI. PROBLEMA 
iEquatio dilferentialis hujus curvae vn 
eft, quae habetur №. L dx=y dy\sj{a ' 
Loco iplius y fcribo valorem .. .. I L y = au : b 
& adu: b pro dy in aequ. I, fietque 
dx= adM: b, ponendo ad abbre- tm 
viandum valorem dM, qui in aequ. III. dM = u du: \J (b 
adeoque integrando dx~= adM: b 
elicitur aequ. I V. M = h X : a 
In aequ. I. permutatis coordinatarum 
dementis., more folito, fiet dy = 
m . 2m 2m s 
r^y dxty{a —-y ) , ex qua 
elicitur a* dy=-y n d s , polita d s z 
'=■ dx % + dy z , vel, fada ds:dy 
2 m. 
■y ) 
V.a 
,-=*i: m i 
h p 
i; »i 
i , (m i) : (- 
“ * i 
i):w* 
m 
djf 
Hinc ex aequationib. II & V, elicitur VI. u = 
& differentiando . r . . . VII. du 
Subftitutis in aequ. III valoribus u , . , 
& du ex VI & VII invenietur . . VIII. dM==-— — h p q djp 
[polito in praeced. VIII, (pp—bb)~\ 
fubftituendo in aequ. IV valorem a ex 
Vi fiet ....... . 
& differentiando ...... 
I X.M= 
X.dM■ 
.(m 
i) : m ' ——1 : nt 
p *y 
(—m—i)-m 
m 
i :m —«, 
y dx 
P 
xy dp 
i:m —2 , % 
xy dy) b 
Jam ex aequ. VIII & X elicitur alia, 
quae multiplicata per ¿> 
(—m — i): m 
i : m 
p qy z , & omnibus membris ad 
unam aequationem partem rejedlis, 
praebet , XI. byydp 4- q x ydp 4“" tHpqy d X ““ mpqxdy =0 
JEqu. XI integralis eft bx~\-*qy 
==jy p : c , in qua ii loco ma- ^ 
gnitudinum b y p, & q, fubftituam 
elementa dy , —- dx, & ds , quae 
iplis in eodem ordine proportionalia j. 
funt, mutabitur in . . . . . XII. dstc 
Et haec XII eft aequatio diiFerentialis 
primi gradus Trajedoriae quaeiitae. 
L Corott.
	        

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Bernoulli, Johann, and Marc Michel Bousquet. Quo Continentur Ea, Quae Ab Anno 1714 Ad Annum 1726 Prodierunt. Sumptibus Marci-Michaelis Bousquet & Sociorum, 1742.
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