Annex H (informative) — Heat and mechanical load

The heat a row produces, how a case sheds it, and the forces a panel and its screws carry. EIS places no requirement here; the figures are planning aids built on the currents modules already publish (PWR-001).

H.1 Heat from a row

Every watt a module draws becomes heat inside the case. From its published currents, a module on the bus dissipates at most

P = 12 V × I(+12 V) + 12 V × I(−12 V) + 5 V × I(+5 V)

and a module at a DC entry adds 12 V × I(12 V). A row dissipates the sum over its modules; a published current is a maximum, so the sum is an upper bound. A supply inside the case adds its own loss, P × (1 / η − 1), where η is its efficiency at that load.

EIS · The heat of a row: published currents, supply loss, and the case's rise Watts inside one 84 HP row 14.4 +12 V, 1.2 A 4.8 −12 V, 0.40 A +5 V, 0.10 A 3.5 supply loss at η = 0.85 = 23.2 W Temperature rise of a closed case ΔT ≈ P / (h × A) = 23 W / (5 × 0.26) ≈ 18 °C in sheet metal, 23 W / (3 × 0.26) ≈ 30 °C in wood h ≈ 5 W per square meter and kelvin through a sheet-metal wall, about 3 through wood or plastic; A ≈ 0.26 square meters open to the air, a case 0.48 × 0.15 × 0.15 m on a table. An open-backed or vented case runs much cooler. P = 12 V × I(+12) + 12 V × I(−12) + 5 V × I(+5), from the published currents (PWR-001); an upper bound.

For example, one 84 HP row whose modules publish 1.2 A on +12 V, 0.40 A on −12 V, and 0.10 A on +5 V:

Source Calculation Watts
+12 V 12 V × 1.2 A 14.4
−12 V 12 V × 0.40 A 4.8
+5 V 5 V × 0.10 A 0.5
Modules sum 19.7
Supply loss at η = 0.85 19.7 × (1 / 0.85 − 1) 3.5
Inside the case 23.2

A supply mounted on the product it powers publishes its loss (SUP-008); 9.1 already counts it inside 12 V × its input current, and it is published so the installer knows where the heat sits. A linear regulator from 12 V to 5 V for a module's logic turns (12 V − 5 V) × I into heat behind the module: 2.1 W at 0.3 A. The row budget counts the mounted supply's input current on the interface it takes.

H.2 How warm the case gets

A closed case sheds heat by natural convection and radiation from its outer surfaces, in about equal parts, through its walls. A rough estimate of how far the air inside rises above the room is

ΔT ≈ P / (h × A)

where h is the overall coefficient through the wall, about 5 W/(m2·K) for a sheet-metal case and about 3 for wood or plastic, and A is the outer surface open to the air: a desktop case's base on a table does not count. A 3U, 84 HP case about 0.48 m wide, 0.15 m deep, and 0.15 m tall has about 0.33 square meters of surface, 0.26 without its base, so 23 W raises a sheet-metal case by about 18 °C and a wooden one by about 30 °C. The same row in an open-backed or vented case runs much cooler.

EIS recommends that an enclosure publish, for each row, the dissipation it carries for a 10 °C rise above room temperature. EIS recommends that a module whose dissipation is much higher than its current suggests, such as one with a linear regulator dropping 12 V to 3.3 V, say so in its manual.

H.3 Mechanical load

Load Planning figure Where it comes from
Plug insertion at a jack 10 N The force 5.2.1 uses for panel bow
Mounting-screw torque At most 0.5 N·m An M3 screw holds in three threads of a 1.5 mm to 2.0 mm insert (5.3); more torque strips the insert before it tightens the panel
Module mass Published when it is more than the panel and board alone A heavy module in a portable case loads its four screws in transport

EIS recommends that a module whose mass would bend its panel in transport, such as one with a large transformer or a display, publish its mass and supply a support bracket where it needs one.