LoadShare is recognized as the first major logistics network participant to achieve successful on-network delivery for India's . Log10's API-first framework allows any small or medium merchant selling on the ONDC protocol to immediately plug into LoadShare’s delivery network for quick commerce, hyperlocal food delivery, and standard e-commerce logistics. Democratizing Tech for SMB Logistics Providers
Part of a modular software suite that includes apps for riders (to track earnings) and operations consoles for central management. 🔗 Related Resources
Structures with logarithmic loadshare characteristics are efficient at dissipating kinetic energy. As the flow increases (logarithmically), the energy line drops rapidly, reducing scouring downstream compared to linear flow devices. log10 loadshare
Below is a write-up of the company structure, its technological foundation, and its role in modern supply chain automation. 1. Corporate Overview Log10 Express Logistics
When using GeoDNS, you can assign weights based on regional capacity (e.g., us-east: 1000 RPS, eu-west: 400 RPS, ap-south: 100 RPS). Log10 weights prevent 90%+ traffic to the largest region, keeping latency low for smaller regions. LoadShare is recognized as the first major logistics
However, in environments where the difference between the smallest and largest traffic flows is astronomical (spanning several "orders of magnitude"), linear math fails. uses a Base-10 logarithm to scale how traffic is allocated, ensuring that even as demands grow exponentially, the distribution remains manageable and predictable. Why Use Logarithmic Scaling?
Ensuring accurate and timely partner payouts. To correct this
For logistics partners working with LoadShare, the Log10 App is the primary tool for managing daily tasks and enhancing operational productivity.
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To correct this, are implemented in control software. These invert the logarithmic curve so that the operator sees a linear response (0% to 100% flow) despite the underlying hydraulic physics.
However, in natural channels and (where water flows over a movable crest), the relationship shifts. For a sharp-crested weir: $$Q = C_d \cdot L \cdot h^3/2$$