Projected growth by sector
Each sector’s projected demand growth, % a year, and what each projection assumes.
The demand growth a mineral inherits from the sectors that use it, in % a year. A mineral that goes mostly into data centres and robots grows with them, while one that goes mostly into mature industries grows at their pace.
Each mineral’s demand is split across 8 sectors, the split shown in the Demand section of every mineral page in the Terminal. DM weights each sector’s projected growth by its share of the mineral’s demand and adds them up: DM = Σ (sector share × sector growth). It shows the mineral’s demand growth in % a year, assuming each sector grows as projected and the split stays the same.
Each sector’s projected demand growth, % a year, and what each projection assumes.
Scaled from 0 to 100 against the range across all minerals, DM becomes the demand pressure score (DPS), the demand part of a company’s CMCS (output share × SES × DPS × C) and its Mineral exposure (MES). As a growth rate, DM is the Demand CAGR shown on every mineral page in the Terminal, and a company’s Demand momentum tile is DM averaged across its minerals, each weighted by the company’s share of that mineral’s world supply.
Every mineral’s DM, % a year, with its demand pressure score.
The demand growth a critical mineral inherits from the sectors that use it, in % a year. A mineral that goes mostly into data centres and robots grows with them, while one that goes mostly into mature industries grows at their pace.
DM weights each sector’s projected growth by its share of the mineral’s demand and adds them up: DM = Σ (sector share × sector growth). It assumes each sector grows as projected and the split stays the same.
The full method is set out in our research paper.