The Fodder Flow and the Drought Plan · Lesson 25
Building a Fodder Flow Budget
Settles how to lay supply against demand month by month so the shortfall is visible in advance rather than in July.
By the end of this lesson you can
- Build a twelve-month supply-and-demand budget in kilograms of dry matter for your own stock
- Locate the month your feed year actually breaks
- Rank the options for closing the gap in cost order
#The month to find the hole is February
By July it is not a planning problem any more. It is a buying problem, and you are buying in the same week as every other farmer in the district.
The fix is two columns on one page — what your animals need and what your land will produce, month by month, in the same unit. Where the second falls below the first you have a gap, and the only useful question about it is when you found out.
Late summer — February and March — is when you count, because it is the last point at which every option is still open. Destocking in February is a marketing decision. Destocking in July is a distress sale.
#The demand column comes from your LSU total
You built the input in Module 3: every animal on the place converted to large stock units — cattle by frame and stage, sheep on the Meissner class factors, horses, donkeys and resident game included. Turn that total into a daily appetite.
The standard is the intake-based LSU: a 450 kg animal gaining 500 g a day on 75 MJ, which works out to 9 kg of dry matter a day — exactly 2% of bodyweight (Jordaan et al. 2021). So the demand column is arithmetic:
Monthly demand (kg DM) = LSU total × 9 kg × days in the month
Two adjustments. Frame and stage move intake — the ARC puts a 450 kg small-frame cow with a calf at foot at 12 kg DM/day and a large-frame cow at the same weight at 15 kg DM/day (Mokolobate et al. 2017), so on lactating cows the flat 9 kg understates winter demand. And demand is not flat across the year: a herd calving in August is a different appetite in September than in May. That is the lever the second option below pulls on.
#The supply column comes from your veld type
Module 1 told you what veld you are standing on, and that determines how many months of the year your land feeds an animal without help.
Sourveld supplies adequate nutrition for about 5 to 7 months a year, and the same source records that "in some conditions, sourveld only supply enough nutrients for three months of the year". Sweetveld can be grazed year-round without loss of condition (Voermol).
On a sour farm the veld pays for 40 to 60% of the feed year and you fund the rest. Hence the rule: on sourveld you plan a fodder flow; on sweetveld you plan a drought reserve. On mixed veld, both.
For the quantity side, the most useful calculation in the course converts hectares into days:
Grazing days = farm size (ha) ÷ grazing capacity (ha/LSU) × 365
That gives LSU-grazing-days — the currency the whole budget runs in, because it adds up across camps and months in a way hectares never do (Elsenburg).
#Worked: a hundred hectares on the Highveld
Take 100 ha of Grassland Biome veld at the departmental mean of 6 ha/LSU. Capacity is 100 ÷ 6 = 16.7 LSU. Elsenburg recommends running under the mapped figure, so say the farmer runs 15 LSU — eleven or twelve breeding cows with followers and a bull, converted honestly.
Annual demand is 15 × 365 = 5 475 LSU-days, or 49 275 kg of dry matter at 9 kg. The dormant window runs April to September, 183 days. Demand in it is 15 × 183 = 2 745 LSU-days, about 24 705 kg DM. Every kilogram has to come from standing hay, a deferred camp, bought roughage, or a decision to have fewer animals.
Supply into that window. Say the farmer defers 20 ha through the growing season and carries it as standing winter forage. Elsenburg's formula gives that block 20 ÷ 6 × 365 = 1 217 LSU-grazing-days, about 10 950 kg DM.
So the budget balances like this:
| Line | LSU-days | kg DM |
|---|---|---|
| Demand, April–September (15 LSU × 183 days) | 2 745 | 24 705 |
| Supply from the 20 ha deferred block | 1 217 | 10 950 |
| Shortfall | 1 528 | 13 755 |
1 528 LSU-days is 102 days of the whole herd with nothing in front of it.
Now run it month by month, because an annual total has no date on it and a monthly balance does. Open the deferred block at 1 April with its 1 217 LSU-days and draw 15 LSU-days a day against it:
| Month | Demand (LSU-days) | Block remaining |
|---|---|---|
| Opening, 1 April | — | 1 217 |
| April (30 d) | 450 | 767 |
| May (31 d) | 465 | 302 |
| June (30 d) | 450 | −148 |
The block empties on about 21 June. From there to the first reliable green flush at the end of September is the same 102 days the annual sum gave — but now it has a date, and the date is what you act on. That is what the twelve-row page exists to produce.
Treat that as a ceiling, not a promise. The block's annual allocation is not all standing there on 1 April: hay weathers, frost and trampling take a share, and what is left is the 2–6% crude protein material from the first lesson. Even at a ceiling the answer is not close. This farm is short by about a third of a year, every year, in the same months, for reasons that have nothing to do with drought.
#Closing the gap, cheapest first
One fork decides everything else: is your shortfall a quality problem or a quantity problem?
If there is standing bulk and the animals are losing condition on it, the shortfall is quality, and lick is the answer — it restarts a rumen that already has feed in front of it. If the camps are bare, the shortfall is quantity, and lick answers nothing: you cannot supplement grass that is not there. Most farms have both in sequence. Budget them separately.
On the planted strip, do the arithmetic before the ploughing. Eragrostis curvula — the Highveld workhorse — yields 3 to 10 t DM/ha without added fertiliser under low rainfall, rising to 20–30 t/ha fertilised under irrigation (Feedipedia). Digitaria eriantha gives 12–18 t/ha under optimal conditions and 1.5–7 t/ha in the western summer-rainfall areas at 400–800 mm, seeded at 4–7 kg/ha (SA Grain).
Take Eragrostis conservatively, at 5 t/ha from the low half of its unfertilised range. Two hectares yields about 10 000 kg DM — roughly 1 111 LSU-days, against the 20 ha of deferred veld supplying 1 217. Two hectares of planted pasture does about what twenty hectares of Highveld veld does.
Two qualifications. The yield range is 3 to 10 — wide enough to change the answer threefold — and this course's research could not source South African provincial yields for Eragrostis at all, so a national extension figure is not a figure from your farm. And planting means ploughing, which violates the second regenerative principle outright. The defensible position is that a small, high-output block taking winter pressure off a large veld area can be net-positive for the veld — a context judgement, not a principle.
On bought roughage, this course will not print a bale price. Delivered fodder costs move with maize, diesel and distance. Get three delivered quotes and convert each to rand per kilogram of dry matter — not per bale, not per tonne as-fed. That conversion alone reorders most farmers' assumptions about which fodder is cheap.
#The one page you file
The artefact for this module is one page, filed where the veld condition survey and the grazing capacity polygon value already live.
Twelve rows, one per month. Four columns: LSU on the farm, demand in LSU-days, supply in LSU-days, balance. Write the month where the balance first goes negative at the top, because that is the month your feed year actually breaks — and it is almost never the month farmers say it is.
Fill it in with pencil, in February, with the rain gauge notebook and the Module 3 LSU total in front of you. Five of those pages side by side show whether the hole is getting bigger.
Keep it honest in one way: write the assumption next to every number. Which grazing capacity value, from where. Which intake figure. What you assumed the deferred block would hold on 1 April. The ARC warns that grazing capacity and the stocking rate a farmer believes he is running can differ by as much as 300% (Mokolobate et al. 2017). That gap opens because nobody wrote the assumptions down, so nobody could see which one had drifted.
Do the count this February. The next lesson turns the number it produces into the one decision most South African farms make too late.
#Check yourself
3 questions — answers explained as you go
-
1Your fodder flow shows a 1 500 LSU-day shortfall between April and September, and by August the camps are grazed down to bare soil. A representative recommends a heavier winter protein lick. What is wrong with that advice?
Why: Below roughly 7% crude protein the rumen cannot process the bulk in front of the animal, and lick fixes that. It does not create bulk. A quantity shortfall is closed by having fewer animals, moving the calving date, growing more feed or buying it in — and a farmer who reaches for lick instead pays the largest cost line on the farm to solve a problem it cannot touch. -
2Why does South African extension guidance insist the fodder flow count happens in February rather than in June?
Why: The count takes an hour whenever you do it. What changes is the menu of responses. In February you can destock deliberately, plan a calving shift, book roughage before the district wants it, and choose which class goes. By June the veld is done growing, the market knows what everyone is holding, and the only option left is the most expensive one. -
3A 100 ha Highveld farm at 6 ha/LSU carries 15 LSU. Using the grazing-days formula, roughly how many LSU-grazing-days does a deferred 20 ha block supply over a year?
Why: Grazing days = hectares ÷ grazing capacity × 365. The formula is what converts "how many cows?" into "how many days?", which is the question that actually plans a year, and it is additive across camps and months in a way hectares are not. Remember that the map value already assumes 40–50% utilisation, so the answer is usable grazing rather than total standing crop — and that a deferred block will not still be holding its full allocation by late winter.
Sources for this lesson
- Elsenburg Infopak — Basic guidelines to Veld Management, Overberg — The grazing-days formula; converting a whole farm to LSU; keeping fewer animals than the recommended grazing capacity
- DALRRD — Long Term Grazing Capacity Map for South Africa, background document (2016) — Biome means of 6, 12 and 25 ha/LSU; the 40–50% utilisation factor built into the map; CARA Regulation 10(1)
- Jordaan, Neser, Maiwashe, King & Scholtz 2021 — Frontiers in Animal Science 2:743229 — The intake-based LSU at 9 kg dry matter per day, being 2% of a 450 kg bodyweight
- Mokolobate, Scholtz & Calitz (ARC) 2017 — Explaining the principle of large stock units and its implications on grazing capacity — Frame-size effect on intake: 12 vs 15 kg DM/day for a 450 kg cow with calf; capacity and rate differing by up to 300%
- Voermol — Sweetveld vs sourveld: veld management strategies to improve livestock production — Sourveld supplying adequate nutrition for only 5–7 months, and in some conditions only three
- Land Bank — Livestock Enterprise Budget 2023/24 (v2) — Winter lick 55.2% and summer lick 13.9% of variable cost; bought feed 75.5% of the total
- Feedipedia — Eragrostis curvula (weeping lovegrass) — Dry matter yields of 3–10 t/ha unfertilised under low rainfall, rising to 20–30 t/ha fertilised under irrigation
- SA Grain — Smuts finger grass (Digitaria eriantha) in integrated crop and pasture systems — 12–18 t DM/ha under optimal conditions, 1.5–7 t/ha in the western summer-rainfall areas; seeding rate and seedbed requirements
- Bergh, L. (2004) — Breeding seasons for beef cattle in South Africa, ARC-Animal Improvement Institute — Calving timed one month either side of the first effective rains; Eastern Highveld mating Nov–Jan and calving Aug–Oct
- RPO — Weekly market report, Week 04 2026 — Weaner prices declining systematically with weaning in March; FMD disrupting the normal seasonal trend in 2026