Control emissions at the cylinder level, with Zero CO, Zero HC and near zero NO
Control emissions at the cylinder level, with Zero CO, Zero HC and near zero NO
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The Relative-Motion Engine (RME) increases in-cylinder MEP and cycle work at lower RPM, allowing the engine to deliver the same or higher torque with lower mean piston speed.
This shifts the traditional design constraints around the connecting-rod ratio (L/r): heavy-duty engines normally require long rods to support low-speed torque and durability, but with RME’s higher pressure-based torque, designers can safely shorten the rod without losing performance or increasing wear. The result is improved packaging, lower engine height, reduced friction and inertial load, and greater freedom to optimize NVH and manufacturability—while staying fully within conventional engine physics and validation metrics.
Heavy-Duty Engines (Trucks, Off-Highway):
Mechanical studdies showed how the Relative-Motion Engine (RME), when applied to a heavy-duty 12–13L class engine, enables shortening the connecting-rod ratio (L/r) without compromising torque, durability, or side-loading limits. The conclusions below come from a comparative analysis of conventional vs. RME operating conditions using standard slider-crank mechanics.
The key point is simple:
RME maintains or increases torque at significantly lower RPM.
This reduces inertial acceleration to the point that a shorter rod becomes mechanically acceptable and often advantageous.
A representative 13L engine geometry is assumed:
Conventional engines reach peak power around 3,500–4,000 rpm.
RME targets similar wheel power at ~1,800–2,000 rpm because each cycle delivers more work.
Peak piston acceleration scales with:
apθ = -rω^2(cosθ+r cos2θ /L)
Using representative values:
Result:
RME peak piston acceleration is ~26% of the conventional engine, even with a shorter rod.
This directly reduces:
Rod-angle geometry increases side load when L/r decreases.
At 10° ATDC:
Geometry alone → ~15% higher side-load factor.
However, inertial force is proportional to piston acceleration.
Since RME reduces acceleration to ~26% of baseline:
Fside,inertial≈0.26×1.15=0.30F_{\text{side,inertial}} \approx 0.26 \times 1.15 = 0.30Fside,inertial≈0.26×1.15=0.30
Net effect:
Inertial side load in RME is ~70% lower than in the conventional 4,000 rpm case, even with the shorter rod.
Because RME operates at lower RPM with higher mean effective pressure (MEP), the engine produces higher torque at lower speed.
This offsets the torque sensitivity typically associated with reducing L/r.
Meanwhile:
Therefore, shortening the rod becomes a valid optimization option for:
For a 13L heavy-duty engine, reducing L/r from ~3.75 to ~3.25 is mechanically feasible and potentially desirable under RME operating conditions. RME’s low-RPM, high-MEP behavior compensates for the geometric increase in rod angle, resulting in:
We recommend beginning feasibility studies for shortened-rod architectures in heavy-duty applications where RME is under consideration.
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