No, one could not.
Sure one can. Just provide an energy source in space with sufficient energy to decelerate lifted mass to zero or say about 1000-1500 mph horizontal by the time it reached significant atmosphere. Plenty of power available in space with which to power deceleration if one can apply it to the ship. Large array of solar cells and storage devises could provide enough power to supply a maglev assembly to bring the spacecraft to normal materials (titanium and the like) down, to say 1500 mph horizontal, to earth, I also presume maglev could also be used to put a craft into orbit (the high vacuum long length tunnel maglev rail system).
Power isn't enough unless you have some fixed object to react against.
I suspect such a launch system would need to insert the vehicle at about 10000 feet to avoid most of the atmosphere thereby minimizing additional G forces and velocity loss after vehicle enters atmosphere at end of tunnel.
First, to boost the ship to orbital velocity takes a few hundred miles if you want your crew to survive.
Second, 10,000' isn't anywhere near high enough to avoid brutal deceleration when you exit the booster.
Maybe a competent one could calculate the distance one would have to accelerate the vehicle at a 3 G rate to achieve escape velocity plus safety factor for drag after ship leaves tunnel and maglev propeller. Intuitively it seems pretty rational.
3G acceleration boosting to escape velocity = 1290 miles. That's quite a track. Note that once you have boosted to that speed the turning radius is 2591 miles if you want to not exceed your 3G limit. (And note that I am neglecting Earth's gravity here--both of these are actually going to be closer to 4G but I don't feel like figuring out the math.) Now, lets figure the track was at sea level until it turned up towards the ejection port at 10,000'. You're going to spend about 80 seconds on this turn--you'll be over 500 miles downrange--you have punched through a hell of a lot of atmosphere in the process. Now, drag goes up at the square of velocity. Google says the terminal velocity of the shuttle at the Earth's surface is about 400 mph but we need to reduce the drag by 1/3 due to the height of the ejection port. I'm still getting well over 2,500G. Your astronauts are paste. If you kept decelerating at that rate it would bring you to a stop in under 5 seconds. Again, I'm not going to take the time to work the math for how far you would actually go.