Moduel 1 _ lecture 2

Principles of Scientific Process and Biological Microorganisms

  • The Scientific Process:

    • Science is frequently taught as a rigid, linear sequence of steps (the traditional scientific method).

    • In practice, scientific discovery is a dynamic, non-linear, and iterative process where different activities feed back into one another.

  • Key Biological Concepts and Terminology:

    • Fungi:

      • A kingdom of eukaryotic organisms that includes multicellular organisms like mushrooms and single-celled organisms like yeast.

    • Microorganisms (Microbes):

      • Extremely small organisms that require a microscope to be seen clearly.

      • Includes bacteria, microscopic fungi (such as yeasts), and single-celled algae.

    • Yeast:

      • A specific type of microscopic, single-celled fungus.

      • Plays essential ecological roles, including microbial fermentation and food preservation in natural environments.

    • Fungicides:

      • Chemical formulations designed specifically to target, inhibit, or kill fungi.

      • Widely utilized in agriculture to protect crops from fungal pathogens that cause disease and spoilage.

Case Study: Impact of Fungicides on Native Pollinators

  • Background and Context:

    • North America is home to nearly 40004\,000 species of native bees, many of which are currently experiencing population declines.

    • Conservation efforts led entomologist Sean Stefan at the University of Wisconsin to investigate the mechanism by which agricultural fungicides might indirectly harm native bee species.

  • The Bee-Fungi Symbiosis:

    • Bees collect pollen from flowers and transport it to their nests as a protein-rich, sweet, wet, sticky mixture.

    • Without preservation, this pollen provision would spoil within 22 to 44 days.

    • Microscopic fungi, particularly yeasts, naturally present in the pollen undergo fermentation, preserving the pollen store inside the nest larval cells.

    • Developing bumblebee larvae feed exclusively on this fermented pollen provision.

    • By the time larvae finish consuming their food store, the provision often consists of more yeast biomass than original pollen.

  • Experimental Design and Hypothesis:

    • Hypothesis: Fungicide residues transferred from sprayed flowers into pollen harm the beneficial yeast and fungi, causing developmental harm and population declines in bumblebee larvae.

    • Methodology:

      1. 1010 bumblebee colonies of equivalent size were placed into individual outdoor mesh cages containing flowering plants (11 colony per cage).

      2. The bumblebees were restricted to foraging solely on the provided flowers.

      3. In 55 of the cages ( experimental treatment), flowers were treated with an agricultural fungicide according to legal application guidelines.

      4. In the remaining 55 cages (control treatment), flowers were left untreated.

      5. The study species utilized was the common eastern bumblebee (Bombus impatiens).

      6. The experiment ran for a duration of 11 month (3030 days).

  • Results and Findings:

    • Control Colonies: Averaged approximately 4343 individual bees per colony at the conclusion of the month.

    • Fungicide-Exposed Colonies: Averaged approximately 1212 individual bees per colony at the conclusion of the month.

    • Significance: Direct contact spraying of fungicides on adult bees typically causes no observable harm. However, ingestion of fungicide-contaminated pollen harms larvae by disrupting essential microbial symbionts (yeast), causing severe colony decline.

    • Practical/Policy Implications:

      • Fungicides are legally sprayed globally on flowering crops during bloom.

      • Findings suggest agricultural policy changes, such as restricting fungicide application to pre-bloom or post-bloom windows, can protect native pollinator populations without banning chemical use entirely.

Distinguishing Scientific from Non-Scientific Questions

  • Characteristics of Scientific Questions:

    • Address phenomena occurring in the natural world.

    • Require explanations derived from empirical evidence (data collected through observation, measurement, and direct experimentation).

    • Formulate hypotheses that are testable and falsifiable (able to be rejected if contradicted by data).

    • Yield conclusions that remain open to revision or refinement as new empirical data emerge.

    • Examples: "Why is the sky blue?", "Is this summer hotter than last summer?", "What is causing a toaster to fail?", "Can fungicides cause harm to native bees?"

  • Characteristics of Non-Scientific Questions:

    • Focus on topics such as morality, ethics, aesthetics (beauty), personal philosophy, religion, or supernatural phenomena.

    • Depend on subjective opinions, cultural norms, personal values, moral judgments, or appeals to authority.

    • Produce statements that cannot be tested, measured, or falsified using empirical observation.

    • Examples: "Should society use fungicides on agricultural crops?", "Which painting is the most beautiful?"

  • Intersection of Science and Decision-Making:

    • Normative questions containing words like "should" involve ethical, economic, and personal value considerations.

    • While science cannot resolve normative moral questions directly, empirical scientific findings inform decision-making frameworks (e.g., science demonstrates that fungicides reduce pollinator populations, which humans weigh against economic crop yield values).

Fundamentals of Experimental Design

  • Hypotheses and Experiments:

    • Hypothesis: A tentative, testable explanation for an observed natural phenomenon.

    • Experiment: A deliberate manipulation of specific conditions designed to test a hypothesis and collect empirical data.

  • Non-Experimental Science:

    • Valid scientific knowledge can be acquired without direct experimental manipulation.

    • Observational fields like astronomy (e.g., deep-field observations via the Hubble Space Telescope) and paleontology/evolutionary biology (e.g., examining fossil records dating back 6500000000065\,000\,000\,000 years) rely on precise measurement and systematic observation rather than laboratory manipulations.

  • Comparative Groups in Experiments:

    • Control Group: A baseline comparison group that receives no experimental manipulation or treatment. Controls rule out alternative explanations for observed effects (such as ambient temperature fluctuations or baseline resource limits).

    • Experimental Group: The group of test subjects that receives the specific treatment or manipulation under investigation.

  • Specific Control Types:

    • Positive Control: A control group exposed to a treatment known with certainty to produce a specific positive result.

      • Example: Applying a known lethal pesticide to bees to verify that the experimental assay successfully registers colony mortality.

    • Negative Control: A control group exposed to a treatment known with certainty to produce no effect.

      • Example: Spraying flowers with pure water to ensure the physical spraying process does not harm bee colonies.

    • Function: Positive and negative controls validate the reliability of experimental setups, serving as calibrated benchmarks for experimental group evaluation.

Classification of Experimental Variables

  • Variable: Any factor, condition, or measurement that can change or vary within an experiment.

  • Explanatory Variable (Independent Variable):

    • The factor intentionally manipulated, altered, or categorized by the researcher.

    • Represents the hypothesized cause in a cause-and-effect relationship.

    • In the Bee Study: Application of fungicide (fungicide-treated flowers vs. untreated control flowers).

  • Response Variable (Dependent Variable):

    • The factor measured by the researcher to determine if it changes in response to manipulations of the explanatory variable.

    • Represents the observed effect in a cause-and-effect relationship.

    • In the Bee Study: The total number of bumblebees per colony at the end of the experimental period.

  • Controlled Variables (Constants):

    • All external factors kept strictly identical across both control and experimental groups throughout the study.

    • Ensures that any observed change in the response variable is solely attributable to the explanatory variable.

    • In the Bee Study:

      • Enclosure size (cage dimensions).

      • Duration of data collection (11 month).

      • Number of colonies per cage (11 colony per cage).

      • Time of year/season.

      • Bee species (Bombus impatiens).

      • Geographic location of cages.

      • Food quantity and flower availability.

      • Type and dosage of fungicide applied.

Features of High-Quality Research Studies

  • Sample Size Optimization:

    • Large sample sizes increase statistical confidence, allowing researchers to detect true population differences.

    • Reduces the probability that observed results are artifacts of random variation or sampling error.

    • Constraint Exception: Studies on extremely rare conditions or diseases naturally suffer from small sample sizes due to limited subject availability.

  • Minimization of Experimental Bias:

    • Random Allocation: Assigning test subjects to experimental or control groups purely at random to ensure baseline equivalence.

    • Double-Blind Studies: Experimental designs in which neither the test subjects nor the researchers collecting data know which individuals belong to the control or experimental groups. Prevents internal psychological or observer biases.

  • Field Constraints and Exceptions:

    • Not every rigorous study can incorporate all standard controls or large sample sizes.

    • Field ecology studies comparing vast natural ecosystems (e.g., contrasting two distinct forest tracts) often lack true experimental controls because no two natural environments are completely identical.

Data Visualization, Interpretation, and Correlation Analysis

  • Data Visualization Tools:

    • Bar Graphs:

      • Used to display categorical data where distinct categories sit along the horizontal axis.

      • The height of each bar corresponds to a calculated metric, such as the calculated mean (average) value of a response variable.

      • Error Bars: Vertical lines drawn on bars representing data variance, standard error, or confidence intervals. Non-overlapping error bars between categories indicate a statistically significant difference between group means.

    • Scatter Plots:

      • Used to visualize relationships between continuous numeric variables.

      • Individual data pairs are plotted as distinct points or crosses (xx) on a two-dimensional grid.

  • Types of Correlations:

    • Correlation: A observed statistical association or interrelationship between two or more variables.

    • Positive Correlation:

      • Variables change in the same direction; as one variable increases, the other variable increases as well.

      • Example: As cinema attendance increases, total buckets of popcorn sold increases.

    • Negative Correlation (Inverse Relationship):

      • Variables change in opposite directions; as one variable increases, the other variable decreases.

      • Example: As the concentration of pollution in a river increases, the number of fish caught decreases.

    • No Correlation:

      • Variables display no systematic relationship or trend.

      • Example: The number of runs scored in a cricket match relative to the distance traveled by spectators to reach the stadium.

  • Correlation Versus Causation:

    • Correlation between two variables does not prove that one variable causes the other to change.

    • Spurious (Non-Sensible) Correlations:

      • Statistically real correlations that lack direct causal mechanisms, often driven by underlying confounding variables.

      • Example: A strong positive correlation exists between ice cream sales and drowning deaths. Eating ice cream does not cause drowning; both variables independently increase during the summer season due to warmer ambient temperatures.

    • Establishing Causality:

      • To demonstrate that a correlation reflects a true causal relationship, researchers must conduct controlled experiments that isolate the explanatory variable while holding all confounding variables constant.