Kategorier: Alla - rivers - arithmetic - engineering - food

av Susie Philp för 11 årar sedan

235

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The text delves into several significant areas including mathematical concepts, population theories, coastal management, food supply challenges, river dynamics, and engineering techniques.

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Coasts

Blackwater Estuary
Soft Engineering techniques
Hurricane Katrina
Features of Beaches
Sub-aerial weathering
Tides

Rivers

Hard and Soft engineering techniques
Hard Engineering

Diversion Spillways

Channel Straightening

Levees

Dams

Hydroelectric Power

Make Resoviors

Huge Walls

Formation of Meanders
7. Oxbow Lakes
6. Bends become exaggerated giving asymmetric cross profiles
5. Causes helicoidal flow => erosion and deeper pools deposition
4. Turbulence increase in pools
3. Uneven river flow across cross section
2. Higher efficiency in pools => more energy
1. Alternating riffles and pools
Upper, Middle and Lower sections
Lower Section

Lateral erosion in meander formation

Clay, sand, silt

Suspension Solution

Middle Section

Sand and gravel

Lateral Abrasion Attrition

Saltation Most Suspension

Upper Section

Deposition

Little, largest

Transportation

Large Traction Saltation

Erosion

Vertical Abrasion Hydraulic Action

Food Supply Issues

Intervention Pricing
Non-Market Policies
Increasing Food Production
Sustainability
TNCs

Population

Wards of Herefordshire
French pro natalists
Chinese One Child Policy
Malthus, Boserup, Club of Rome
Youthful and Ageing populations

C1

Proof of arithmatic series:
Sum of terms Sn= (a)+(a+d)+(a+2d)...+(a+(n-2)d)+(a+(n-1)d) Flip it over Sn=(a+(n-1)d)+(a+(n-2)d)...+(a+2d)+(a+d)+(a) Add together 2Sn=(2a+(n-1)d)+(2a+(n-1)d)... n number of (2a+(n-1)d) therefore 2Sn= n(2a+(n-1)d) Sn= 1/2 n (2a+(n-1)d)