We have been going to the Moon the wrong way for decades if what we want is to save fuel
When you travel to the same place many times, little by little you learn which are the best routes. You don’t just need to know the shortest path. It is also good to locate the one with the most gas stations, the best road or the most beautiful landscapes. It all depends on your tastes and needs. If the trip is made in space, it is important to find the shortest path; but, above all, the main need is to locate the one that represents a greater fuel savings. We hope that in the future humans will be able to travel regularly to the Moon, but it would be very expensive and unviable to wait until then to find the best path through trial and error. Therefore, an international team of scientists has developed the formula that calculates the ideal path. Spoiler: it is not any of the ones that have been seen so far. Biggest savings so far. The study, carried out by an international team of scientists and directed from the University of Coimbra, points to a saving in delta-v of 58.80 m/s. This measure refers to the amount of effort necessary to carry out an orbital maneuver. In other words, the total change in speed needed to carry out said maneuver. The lower the delta-v, the better, since a high gear change means more fuel consumption. In the case of the complete trip from Earth to the Moon, the delta-v is 3,342.96 m/s. It may seem that reducing that figure by less than 60 meters per second is not much, but we must keep in mind that A single meter per second already represents a great waste of fuel. Therefore, the results obtained in this study are very positive. Theory of functional connections. When you are going to calculate the trajectory between the Earth and the Moon you need to leave the Earth’s orbit, with a certain speed and position and reach that of the Moon, also with specific characteristics. All those specific parameters are restrictions. When we are in a place as wide as space, there can be many different paths. An infinite number of them. Therefore, to locate them, simulations must be carried out. The problem is that, no matter how powerful the simulators are, if the restrictions are not reduced a little, the possibilities remain endless. This is where the theory of functional connections comes into play. This, basically, consists in changing the approach of the formulas so that the conditions are already included. Said with a more earthly analogy, if we want to find the best route from Madrid to Barcelona, we can analyze absolutely all the roads in Spain or look only for the best option among the roads that start in Madrid and end in Barcelona. With this theory of functional connections you achieve just that. The restrictions are not eliminated, but are included directly in the mathematical approach. With Artemis II there was a moment when connections were lost Much fewer simulations. By changing that approach, more simulations can be done. No time is wasted simulating paths that do not leave Madrid and end in Barcelona. For this reason, the authors of this study have managed to go from 280,000 simulations to more than 30 million. This makes it easier to find an optimal route. A stop along the way. The optimal route includes a stop along the way, right at the Lagrange point L1, a place between the Earth and the Moon in which the gravitational attraction of both objects is compensated, so that the effect is similar to the absence of gravity. The ships could remain there as long as necessary without losing communication with Earth. In the case of Artemis II, for example, there was a point where connections were lost. That wouldn’t happen here. Finally, once everything is ready and the orbits are aligned correctly, the second part of the trip could be carried out, heading to lunar orbit. Better near the Moon. Previous simulations that looked similar to this one included entering this trajectory on a near-Earth branch. However, with this research it has been seen that fuel savings are better if done on the opposite side, closer to the Moon. The cheapest way so far, but not the cheapest possible. The authors of the study acknowledge that this is the cheapest path that has been calculated so far between the Earth and the Moon, but not the cheapest possible. And, in their calculations, they have taken into account the gravitational attraction of the Moon and the Earth, but not that of the Sun. If this were added, savings could also be improved, but the launch window would be restricted. That is, there would be fewer possible days to carry out the launches. That would make logistics difficult, so for now, the cheapest option so far has been chosen, but not the cheapest possible. That alone is a great advance. Image |Rfassbind In Xataka | We have not yet colonized the Moon and we have already filled it with garbage: there are even abandoned golf balls