I would really love it if someone intimately familiar with hydraulics could chime in. Even better if they have experience installing service lines with different materials.
Is there any advantage to be had by using a pipe with a larger inside diameter than 1" in this situation? Would my pressure/flow benefit noticeably from using a pipe with a 1-1/4" to 1-1/2" inside diameter?
No experience, but passing familiarity with the hydraulic computations. See the Hazen Williams formula.
Basically, it says the frictional pressure loss per unit length for a fixed flow rate varies with inner pipe diameter d as d^(-4.87). So if you are comparing a 1.25" ID pipe to a 1.00" ID pipe, the pressure loss at any given flow rate for the 1.25" ID pipe will be 1/(1.25^4.87) = ~1/3 of the pressure loss for the 1.00" ID pipe.
But you still need to know the absolute pressure losses, since if the 1" ID pipe pressure loss is 1 psi, reducing that to 1/3 psi is pretty useless, while if the 1" ID pipe pressure loss is 30 psi, reducing that to 10 psi is quite useful.
There is a procedure for determining the design level flow Q based on the fixture units of the plumbing fixtures in the house, but I'm not familiar with the details. I believe appendix P of the IRC discusses it, and the UPC may have a different version. But if you figure out the right Q to use, the full Hazen Williams formula in English units is:
S/L = (4.52 * Q^1.852) / (C^1.852 * d^4.8704)
Where S is pressure loss in psi, L is length in feet, Q is flow in gpm, C is a roughness coefficient this is usually 150, and d is the pipe inside diameter in inches.
E.g. for L = 100 feet, Q = 10 gpm, C = 150, and d = 1.00", you get S = 3.00 psi. While for Q = 20 gpm, S = 10.8 psi.
Edit: this is of course just the pressure loss attributable to that section of pipe. Pressure losses at the meter, inside the house, and due to vertical rise will be on top of that.
Cheers, Wayne