|
1 | Construction of isochronous curves in a resistant medium |
| 6 | Dissertation on a number of new types of tautochrone curves |
| 12 | On the innumerable tautochrone curves in a vacuum |
| 13 | Tautochrone curves in a fluid making a second resistance proportional to the square of the speed |
| 15 | Mechanics, volume 1 |
| 16 | Mechanics, volume 2 |
| 21 | For some given curve, it is required to find another curve joined in a certain way with that given, which is suitable for producing a tautochrone curve |
| 24 | Solution of a remarkable case concerning tautochronism |
| 86 | On the movement of bodies on movable surfaces |
| 97 | On the attraction of spherico-elliptical bodies |
|
145 | Research into the largest and the smallest which are found in the action of forces |
| 146 | Reflection on some general laws of nature which are observed in the effects of random forces |
| 176 | Exposé concerning the letter from Leibnitz to Koenig in the March, 1751 issue of the Acts of Leipzig on the occasion of his publication of the Principle of Least Action |
| 177 | Discovery of a new principle in Mechanics |
| 181 | Research on the origin of forces |
| 182 | Letter of Mr. Euler to M. Merian |
| 186 | Essay on the principle of least action, with an examination of the objections of M. Professor Koenig made against this principle |
| 197 | Harmony existing between the general principles of rest and movement by M. de Maupertuis |
| 198 | On the principle of least action |
| 199 | Examination of the dissertation of Professor Koenig inserted into the Acts of Leipzig for the month of March 1751 |
|
200 | Essay concerning a metaphysical demonstration on the general principle of equilibrium |
| 299 | Explanation of the tautochrone in a resistant medium |
| 301 | De motu corporis ad duo centra virium fixa attracti |
| 328 | On the motion of a body attracted to two fixed centers of forces |
| 337 | Problem: A body is attracted by reason of the reciprocal square of the distance towards two given fixed points, find the case where the described curve by this body will be algebraic, solved by Mr. Euler |
| 436 | On the true tautochrone in fluids |
| 437 | On the tautochrone in a thin medium, where the resistance is directly proportional to the speed |
| 438 | Clarifications regarding the tautochrone |
| 503 | De motu oscillatorio penduli cuiuscunque, dum arcus datae amplitudinis absolvit |
| 516 | De motu oscillatorio duorum corporum ex filo super trochleas traducto suspensorum |
|
517 | On a certain problem in mechanics, obvious enough, but with a most difficult solution |
| 518 | Solutio gemina problematis, quo motus corporis, filo alicubi alligati, super plano horizontali quaeritur |
| 533 | On the oscillating motion derived from a tense hanging thread |
| 534 | Elucidations about several rather difficult cases of equilibrium |
| 544 | De motu libero plurium corporum filis colligatorum super plano horizontali |
| 614 | Commentary on tractrix curves |
| 615 | De viribus centripetis, ad curvas non in eodem plano sitas describendas, requisitis |
| 625 | De viribus centripetis, ad curvas non in eodem plano sitas describendas, requisitis |
| 717 | Solution to a problem of mechanics |
| 756 | Solution to some curious problems of mechanics |
|
765 | De problemate curvarum synchronarum, eiusque imprimis inverso |
| 766 | Methodus nova et generalis problema synchronarum inversum aliaque eiusdem generis resolvendi |
| 770 | Enodatio maximi paradoxi, in problemate quodam mechanico occurentis |
| 824 | Vera vires existimandi ratio |
| 826 | On the motion of a body on a moving surface |
| 827 | De motu corporum in tubo rectilineo mobili circa axem fixum, per ipsum tubum transeuntem |
| 828 | Dissertation on the motion of enclosed bodies in a rigid tube mobile around a fixed axis |
| 829 | De motu corporum in tubis circa punctum fixum mobilibus |