When I bought the car it came with new Mahle pistons (0.030") and luckily the new piston rings were already fitted. The pistons were also assembled to the rusty connecting rods. In order to clean and balance the rods I took the pistons off again. The rods were then balanced together with the crankshaft and flywheel. This was 2 months ago..
|
New Volvo 122S B20B Mahle piston 0.030" with rusty rod |
|
Balanced connecting rod - cap |
|
Balanced connecting rod - top |
Easy...not! It was somehow really hard to get the gudgeon out of the pistons again and the rod cap bolts were impossible. But after some @#$%#@**!% and WD40 I managed to take it in bits :-).
|
Gudgeons out , bolts still tight which I didn't realised when taking the picture
I thought everything was ready for the assembling... |
When assembling the pistons to the rods with the gudgeon pins it very important to do it
the right way.
- On top of the piston you can see a mark; this mark should face to the front of the engine
- On top of the pistons there's also a number (1, 2, 3 or 4); this number should correspondent with the cylinder bore number. Number 1 is the cylinder bore at the front of the engine
- On the rods and their caps you can find the same numbers for the same purpose
- When connecting the rod with the piston make sure the rod marking numbers face away from the camshaft side when installed in the engine.
|
On top of the piston you can see a mark this should face to the front of the engine
You can also see a number (no. 2 for this one) |
|
Numbers/marks on the rods and the rod caps |
|
Thre right way to connect the rod to the piston, see the marks/numbers on both |
|
Pistons assembled to the rods with the gudgeon pins |
Some Maths
I was curious what the new engine capacity should be with the 0.030" Mahle pistons.
The formula to calculate the capacity of an engine:
Capacity (in cc) = (π/4 x bore² x stroke x # cylinders)/1000 (note: π ≈ 3.14)
Original engine: (3.14/4 x 88.9² x 80.0 x 4)/1000
≈ 1986 cc
Rebuild engine with 0.030" (0.762 mm) Mahle pistons:
(3.14/4 x 89.66² x 80.0 x 4)/1000
≈ 2020 cc
An increase of 34 cc !