First of all, when referring to pressure in PSI or BAR it's usually considered to be referenced to atmospheric pressure. That is PSIG and BARG, the G is for Gauge pressure meaning it's referenced to atmosphere. If it's shown as PSIA or BARA the "A" is referenced to an "Absolute" vacuum. So atmospheric pressure at sea level is roughly 14.7 PSIA(1.014 BARA) but is 0 PSIG (0 BARG).
I love the analogy of the tire pressure used above but it doesn't hold water, using "My Cousin Vinny's" lingo.
If you put 32 pounds of pressure in a tire, and drive it between two different elevations say Death Valley and Kingman, AZ - you no longer will have the same internal pressure. The reason is that atmospheric pressure at sea level (14.696 PSIA) is higher than at say 6,000 feet above sea level (11.778 PSIA). This atmospheric pressure (not the tire itself) is what actually serves as the resistance or outside force to contain the 32 PSI. So at higher elevation the static pressure in the tire (referenced to atmosphere) will actually rise. The airlines will vouch for that.
The pressure gauge's actual sensing element is most likely a bourdon tube. This bourdon tube is essentially a coiled decreasing apex and decreasing diameter tube. The inside of the tube is full of the "process variable" (boiler pressure) and the outside of the tube is engulfed in whatever atmospheric pressure is prevalent. Similar to the tire in the atmosphere in the example above.
Why does food cook faster in a pressure cooker?... because at atmospheric pressure the water turns to steam at 212°F/100°C such that the "boiling/simmering" water never goes above that temperature. In a pressurized container (say 15 PSIG/1.03 BARG) the water turns to steam at a much higher temperature (249°F/121°C) so the boiling water is actually hotter. The opposite is true at higher elevations.
So, unless you have an absolute (vacuum based gauge), when you see 1.1 BAR; what you are actually seeing is 1.1 BARG (1.1 BAR above atmosphere) which depending on what elevation you are at puts you at a different point on the steam table (where water turns to steam) and a different maximum water temperature. So relatively speaking, as you change elevation the temperature of the boiler's water will change even though your gauge still reads the same pressure.
From an engineering perspective, using the same pressure gauge at a higher elevation, you would have to increase your boiler pressure (according to that pressure gauge) to get an equivalent temperature.
A quick check on saturated steam tables gives the following relationship:
PSIG PSIA DegF DegC Bar(Gauge) Elevation
0 14.7 212.0 100.0 0 Sea level
-2.95 11.75 200.9 93.83 -.203 6000 feet (approx)
There is a 12°F differential in steam temperature at 6000 feet of elevation. That makes you wonder how they keep the (so-called) coffee hot in an airplane eh?